. Draw a schematic circuit with two cells placed in parallel providing powerto a single light controlled by a switch drawn in the closed position. Includea voltmeter to read the potential difference across one light. Indicate bothconventional current in blue arrows and electron flow in black arrows.

Answers

Answer 1

1 Light

1 switch

2 cells

1 Voltmeter

The circuit is drawn in black, the arrows near to the wire give the direction for current and electrons. Remember that the electrons go in the opposite direction of electrons.

The rest of the arrows in some parts of the drawing are symbols for cells and lights.

. Draw A Schematic Circuit With Two Cells Placed In Parallel Providing Powerto A Single Light Controlled

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2. A 70.0-kg man and a 55.0-kg woman holding a 2.50-kg purse on ice skates stand facing eac other. (a) If the woman pushes the man backwards so that his final speed is 1.50 m/s, with what average force did she push him, assuming they were in contact for 0.500 s? (b) What i the woman's recoil speed? (c) If she now throws her 2.50-kg purse at him at a 20.0° angle ac​

Answers

a) The average force with which the woman pushed the man is 210 N.

b.  the woman's recoil speed is still 3.68 m/s

c.  If  she now throws her 2.50-kg purse at him at a 20.0° angle, the speed is 0.

How do we calculate?

We first calculate  the Momentum  = (70.0 kg)(-1.50 m/s) + (55.0 kg)(v) + (2.50 kg)(-1.50 m/s)

0 = (70.0 kg)(0 m/s) + (55.0 kg)(v) + (2.50 kg)(-1.50 m/s) - (70.0 kg)(-1.50 m/s)

v = 3.68 m/s

Δp = (70.0 kg)(1.50 m/s) - (70.0 kg)(0 m/s) = 105 kg·m/s

The average force exerted on the man by the woman is:

Average force =   Δp / Δt

Average force  = 105 kg·m/s / 0.500 s

Average force  = 210 N

b) The woman's recoil speed is :

0 = (70.0 kg)(-1.50 m/s) + (55.0 kg)(v) + (2.50 kg)(-1.50 m/s)

v = 3.68 m/s

c) If the woman throws her 2.50-kg purse at the man at a 20.0° angle, we apply the conservation of momentum equation in two dimensions and get the speed as 0.

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Core Light source Cladding The wave shown in the graph above is affected by signal noise. How does this affect the quality of the wave? A It increases the quality. B It decreases the quality. C The quality is not affected by noise. D It only affects the wave if you are far away from the source.​

Answers

Answer: B. It decreases the quality

Explanation: Signal noise is any unwanted or random variation in a signal that interferes with the transmission or reception of information. Noise can be caused by various factors, such as electrical interference, thermal fluctuations, atmospheric disturbances, or defects in the transmission medium.

In the case of the wave shown in the graph above, which appears to be an optical signal transmitted through a fiber optic cable, noise can affect the quality of the wave by distorting its shape, amplitude, frequency, or phase. This can result in errors or loss of data at the receiver end, as the original signal becomes harder to distinguish from the noise.

The quality of a signal can be measured by its signal-to-noise ratio (SNR), which is the ratio of the power of the signal to the power of the noise. A higher SNR means a better quality signal, while a lower SNR means a worse quality signal. Noise can reduce the SNR of a signal by adding unwanted variations to its power.

Therefore, noise decreases the quality of the wave shown in the graph above.

Hope this helps, and have a great day! =)

The magnetic field vector B⃗ 1
at point 1 has the magnitude of 1.3 nT
and points out of the figure. What are the magnetic field vectors B⃗ 2
through B⃗ 5
at points 2 through 5 due to the moving charge in (Figure 1)?

Answers

The magnetic field vectors at points 2 through 5 due to the moving charge are B₂ = -1.3 x 10⁻⁹ T into the paper, B₃ = 0, B₄ = 0, and B₅ = 1.3 x 10⁻⁹ T out of the paper.

What are the magnitude of the field vectors?

To determine the magnetic field vectors B₂ through B₅ at points 2 through 5 due to the moving charge, we need to use the Biot-Savart Law. The Biot-Savart Law gives the magnetic field at a point due to a current-carrying wire or a moving charge.

The Biot-Savart Law is given by:

dB = μ₀/4π (I x dℓ x ẑ) / r²

where;

μ₀ is the permeability of free spaceI is the current, dℓ is the infinitesimal length element of the wire,r is the distance between the element and the point at which we are calculating the field, and ẑ is a unit vector in the direction of the current.

Considering the velocity of the charge, the magnetic field at each point:

B₂ = μ₀/4π (q vᵧ / r²)sin(90°) = μ₀/4π(q vᵧ / r²)

B₃ = μ₀/4π (q vᵧ / r²)sin(180°) = 0

B₄ = μ₀/4π(q vᵧ / r²)sin(180°) = 0

B₅ = μ₀/4π(q vᵧ / r²)sin(90°) = μ₀/4π(q vᵧ / r²)

where;

r is the distance between the moving charge and each point (2, 3, 4, 5).

Using the given distance of 1.0 mm, we can calculate the magnetic field magnitudes at each point:

B₂ = μ₀/4π(q vᵧ / r²)

The velocity of the charge is calculated as;

B₁ =  μ₀/4π(q vᵧ / r²)

1.3 x 10⁻⁹ = (1.26 x 10⁻⁶ Tm/A)/4π)(1.6 x 10⁻¹⁹ C)(v)/(0.001)²

v = 1.02 x 10⁵ m/s

B₂ = (1.26 x 10⁻⁶ Tm/A)/4π)(1.6 x 10⁻¹⁹ C)(1.02 x 10⁵ m/s) / (0.001 m)²

B₂  = 1.3 x 10⁻⁹ T

B₃ = 0 (since sin(180°) = 0)

B₄ = 0 (since sin(180°) = 0)

B₅ = μ₀/4π(q vᵧ / r²)

B₅ = (1.26 x 10⁻⁶ Tm/A)/4π)(1.6 x 10⁻¹⁹ C)(1.02 x 10⁵ m/s) / (0.001 m)²

B₅ = 1.3 x 10⁻⁹ T

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The magnetic field vector B 1 at point 1 has the magnitude of 1.3 nT and points out of the figure. What

What would the resultant force be on an object that has a mass of 25 kg and is accelerated at a rate of 2.36 m/s^2?

Please show all work and not just the answer(s).

Please help ASAP!!!

Answers

Answer:

resultant force = 59 N

Explanation:

we know the formula: Force = mass * acceleration

                                    Force = 25 kg  *   2.36 m/s²

                                    Force = 59 N

100 points! Please answer 3 and 4 in the photo

100 points! Please answer 3 and 4 in the photo

Answers

(3a) The maximum possible static frictional force on the object is 53.9 N.

(3b) The actual static frictional force on the object is 28.9 N.

(4) The experimental condition to ensure that the block is in equilibrium in order to determine the coefficient of kinetic friction is that the block must be at rest.

What is static frictional force?

Static frictional force is a force that keeps an object at rest. This is the minimum force that needs to be overcame before the object begins to the move.

The static frictional force is calculated by applying Newton's second law of motion as follows;

Fs = μFn

where;

Fn is the normal force on the objectμ is the coefficient of static friction

The normal force of the object depends on the weight of the object.

The maximum possible static frictional force on the object

Fs = μFn

Fs = μmg

Fs = 0.22 x 25 x 9.8

Fs = 53.9 N

Actual static frictional force on the object when external force of 25 N acts on it horizontally.

Fs = 53.9 N - 25 N

Fs = 28.9 N

Experimental condition to ensure that the block is in equilibrium

An object at equilibrium position has equal forces acting on it in corresponding directions.

The experimental condition to ensure that the block is in equilibrium in order to determine the coefficient of kinetic friction is that the block must be at rest before you apply a force to push it down the inclined plane.

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Suppose a cannon is sitting on top of a 50.0 m high hill and a 5.00 kg cannon ball is fired with a velocity of 30.0 m/s at some unknown angle. What is the velocity of the cannon ball when it strikes the earth?

Answers

The final velocity of the cannon ball when it strikes the earth is 43.36 m/s.

The given parameters:

Height of the hill, h = 50 mMass of the cannon, m = 5 kgVelocity of the ball, v = 30 m/s

The final velocity of the cannon ball when it strikes the earth is calculated by applying the principle of conservation of energy as follows;

\(P.E_i + K.E_i = P.E_f + K.E_f\\\\mgh_i + \frac{1}{2} mv_i^2 = mgh_f + \frac{1}{2} mv_f^2\\\\gh_i + \frac{1}{2} v_i^2 = g(0) + \frac{1}{2} v_f^2\\\\2gh_i + v_i^2 = v_f^2\\\\v_f = \sqrt{2gh_i + v_i^2 } \\\\v_f = \sqrt{(2 \times 9.8 \times 50) \ \ + \ \ 30^2} \\\\v_f = 43.36 \ m/s\)

Thus, the final velocity of the cannon ball when it strikes the earth is 43.36 m/s.

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A viewing screen is separated from a double slit by 5.20 m. The distance between the two slits is 0.0300 mm. Monochromatic light is directed toward the double slit and forms an interference pattern on the screen. The first dark fringe is 3.70 cm from the center line on the screen.

Required:
a. Determine the wavelength of light.
b. Calculate the distance between the adjacent bright fringes.

Answers

Answer:

The wavelength of this light is approximately \(427\; \rm nm\) (\(4.27\times 10^{-7}\; \rm m\).)The distance between the first and central maxima is approximately \(7.40\; \rm cm\) (about twice the distance between the first dark fringe and the central maximum.)  

Explanation:

Wavelength

Convert all lengths to meters:

Separation of the two slits: \(0.0300\; \rm mm = 3.00\times 10^{-5}\; \rm m\).Distance between the first dark fringe and the center of the screen: \(3.70\; \rm cm = 3.70\times 10^{-2}\; \rm m\).

Refer to the diagram attached (not to scale.) Assuming that the screen is parallel to the line joining the two slits. The following two angles are alternate interior angles and should be equal to each other:

The angle between the filter and the beam of light from the lower slit, andThe angle between the screen and that same beam of light.

These two angles are marked with two grey sectors on the attached diagram. Let the value of these two angles be \(\theta\).

The path difference between the two beams is approximately equal to the length of the segment highlighted in green. In order to produce the first dark fringe from the center of the screen (the first minimum,) the length of that segment should be \(\lambda / 2\) (one-half the wavelength of the light.)

Therefore:

\(\displaystyle \cos \theta \approx \frac{\text{Path difference}}{\text{Slit separation}} = \frac{\lambda / 2}{3.00\times 10^{-5}\; \rm m}\).

On the other hand:

\(\begin{aligned} \cot \theta &\approx \frac{\text{Distance between central peak and first minimum}}{\text{Distance between the screen and the slits}} \\ &= \frac{3.70\times 10^{-2}\; \rm m}{5.20\; \rm m} \approx 0.00711538\end{aligned}\).

Because the cotangent of \(\theta\) is very close to zero,

\(\cos \theta \approx \cot \theta \approx 0.00711538\).

\(\displaystyle \frac{\lambda /2}{3.00\times 10^{-5}\; \rm m} \approx \cos\theta\approx 0.00711538\).

\(\begin{aligned}\lambda &\approx 2\times 0.00711538 \times \left(3.00\times 10^{-5}\; \rm m\right) \\ &\approx 4.26 \times 10^{-7}\; \rm m = 426\; \rm nm\end{aligned}\).

Distance between two adjacent maxima

If the path difference is increased by one wavelength, then the intersection of the two beams would move from one bright fringe to the next one.

The path difference required for the central maximum is \(0\).The path difference required for the first maximum is \(\lambda\).The path difference required for the second maximum is \(2\,\lambda\).

On the other hand, if the distance between the maximum and the center of the screen is much smaller than the distance between the screen and the filter, then:

\(\begin{aligned}&\frac{\text{Distance between image and center of screen}}{\text{Distance between the screen and the slits}} \\ &\approx \cot \theta \\ &\approx \cos \theta \\ &\approx \frac{\text{Path difference}}{\text{Slit separation}}\end{aligned}\).

Under that assumption, the distance between the maximum and the center of the screen is approximately proportional to the path difference. The distance between the image (the first minimum) and the center of the screen is \(3.70\; \rm cm\) when the path difference is \(\lambda / 2\). The path difference required for the first maximum is twice as much as that. Therefore, the distance between the first maximum and the center of the screen would be twice the difference between the first minimum and the center of the screen: \(2 \times 3.70\; \rm cm = 7.40\; \rm cm\).

A viewing screen is separated from a double slit by 5.20 m. The distance between the two slits is 0.0300

Calculate the net force on the particle q1.

Calculate the net force on the particle q1.

Answers

Answer:

-12.1

Explanation:

i’m almost sure this is it, i’m checking my old answers

if not let me know and i’ll give you some more answers

A 10kg box falls at an angle 23 from a height 12m. calculate the workdone by gravity.​

Answers

The work done by gravity is 1081.9J with a mass of 10 kg and a height is 12m with acceleration due to gravity.

Work done due to gravity equals the product of mass, height, and acceleration due to gravity. Gravity is the force that attracts an object toward the Earth. If the object is freely falling toward the earth, gravitational force accelerates the object and it speeds up the object 10m for every second. Thus, Work done (W) = mghcosθ, where m is the mass, g is the acceleration due to gravity, and h is the height.

From the given,

mass of box(m) = 10kg

height (h) = 12m

Acc. due to gravity (g) = 9.8 m/s²

W = 10×9.8×12×cos(23)

  = 1081.9 J

Thus, the work done by gravity is 1081.9 J.

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Hydroelectric and wave power both use the movement of water to drive a turbine and produce electricity. Name one other way of generating electricity that uses the movement of water.

Answers

Tidal energyis the name one other way of generating electricity that uses the movement of water.

What is tidal energy?

The rush of ocean waters during tide changes is what generates tidal energy. A renewable energy source is tidal energy.

In places with a wide tidal range—the distance between high tide and low tide—engineers devised methods to harness tidal movement to generate power during the 20th century. Each technique turns tidal energy into electricity using specialized generators.

Hydroelectric and wave power both use the movement of water to drive a turbine and produce electricity but Tidal energyis the name one other way of generating electricity that uses the movement of water.

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Displacment -time wave graphs can be used to determine the. Of a wave

Answers

To find

What does the displacement time wave graph determine?

Explanation

The slope of a displacement-time graph gives us velocity.

So the displacement-time wave graph is used to determine the wave velocity of a wave.

Conclusion

Displacement -time wave graphs can be used to determine the wave velocity of a wave

WORTH 40 POINTS!!

Label the following geologic map. Click on a label below the map to select it, and then click on the appropriate box on the map to place the label.

1.) Rock age/name
2.) Strike and dip
3.) Rock type
4.) Contact line
5.) Fault line

WORTH 40 POINTS!! Label the following geologic map. Click on a label below the map to select it, and

Answers

Geologic map: The correct label as placed in the respective boxes are as follows- is attached to the answer.

What is Geologic map?

A geologic map is a scientific illustration that depicts the physical features of a geographic area and the underlying geology. It is used to help interpret the geologic history of a region. Geologic maps are created by geologists and contain information about the distribution of different rock types and other subsurface features. This information is used to interpret the area’s geologic history, understand the resources available in the area, and plan for development and management of the area. Geologic maps include information such as the age and type of rocks, their structures and minerals, faults and folds, and the presence of any surface features such as rivers, lakes, and soils. Geologic maps are used by geologists, engineers, planners, and other professionals to help understand the underlying geology and make decisions about how to use the land.

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Four cuboids are shown in the diagram below. The position of their center of mass is also shown. Which of the cuboids is the most stable.

Four cuboids are shown in the diagram below. The position of their center of mass is also shown. Which

Answers

The position of their center of mass is also shown. the square cuboids is the most stable. Hence option B is correct.

A cuboid is a six-sided solid known as a hexahedron in geometry. Quadrilaterals make up its faces. Cuboid is short for "like a cube". A cuboid is similar to a cube in that a cuboid may become a cube by varying the lengths of the edges or the angles between the faces.

The square cuboid has its center of mass on the center of square, the masses are uniformly distributed about it.

Hence option B is correct.

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A 70 kg student is riding on a skateboard at 4m/s. A 60 kg student is also riding a
skateboard at 4 m/s. Which statement below demonstrates an understanding of
Newton's 1st Law of Motion?
A. Since both students are traveling at the same speed they must have the same
inertia
B. Since both students are traveling at the same speed they must have the same
mass
C. One student has more mass and therefore more inertia

Answers

Answer is C, one student has more mass, therefore more inertia.

A ship in the sea moves towards the north at 12.0 ms. An ocean current of 6.00 ms deflects the ship from west to east In which direction will the ship end - up moving.​

Answers

The ship will end up moving 26.6 degrees east of north.

Bearing of a ship

The ship is initially moving in the north direction, and the ocean current deflects it towards the east direction. To find the resulting direction, we can use the Pythagorean theorem.

The northward velocity of the ship = 12.0 m/s

The eastward velocity caused by the ocean current = 6.00 m/s

Let's call the resulting velocity v.

Using Pythagoras theorem, we have:

v² = (12.0 m/s)² + (6.00 m/s)²

v² = 144 m²/s² + 36 m²/s²

v² = 180 m²/s²

v = sqrt(180 m²/s²)

v = 13.4 m/s (to two significant figures)

Therefore, the ship will end up moving in a direction that is a combination of north and east, with a resulting velocity of 13.4 m/s. We can find the angle of this direction using trigonometry:

tan(theta) = (6.00 m/s) / (12.0 m/s)

theta = atan(0.5)

theta = 26.6 degrees east of north

So the ship will end up moving in a direction that is 26.6 degrees east of north.

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(a) Calculate the force (in N) the woman in the figure below exerts to do a push-up at constant speed, taking all data to be known to three digits. (You may need to use torque methods from a later chapter.) 401.15
(b)How much work (in J) does she do if her center of mass rises 0.260 m?

(c) What is her useful power output (in W) if she does 30 push-ups in 1 min? (Should work done lowering her body be included? See the discussion of useful work in Work, Energy, and Power in Humans.)

(a) Calculate the force (in N) the woman in the figure below exerts to do a push-up at constant speed,

Answers

the force the woman exerts to do a push-up at constant speed is 333 N.

the work the woman does is 152 J.

her useful power output is 76 W.

(a) To calculate the force the woman exerts to do a push-up, we need to use torque methods. The woman is doing a push-up at constant speed, which means that the net torque on her body is zero. The only torque acting on her body is due to her weight W, which acts at the center of mass of her body. The distance between her center of mass and her hands is 0.76 m, and the angle between her body and the horizontal is 45 degrees.

The torque due to her weight about her hands is given by:

τ = r x W = (0.76 m) x (cos 45°)(W)

where r is the distance between her hands and her center of mass and cos 45° is the component of the distance perpendicular to the weight vector. Since the woman is at constant speed, the torque she exerts about her hands must be equal and opposite to the torque due to her weight. Therefore:

τ = (0.76 m)(cos 45°)(W) = (1/2)(W)(0.76 m)

Solving for W, we get:

W = 2(τ/0.76 m) = 2[(0.5)(mg)(0.76 m)/(0.76 m cos 45°)] = 333 N

Therefore, the force the woman exerts to do a push-up at constant speed is 333 N.

(b) The work the woman does is equal to the change in her potential energy as her center of mass rises. The woman's mass is not given, so we will assume a value of 60 kg. The gravitational potential energy of the woman is given by:

U = mgh

where m is the mass of the woman, g is the acceleration due to gravity (9.81 m/s^2), and h is the height her center of mass rises (0.26 m). Therefore:

U = (60 kg)(9.81 m/s^2)(0.26 m) = 152 J

Therefore, the work the woman does is 152 J.

(c) The useful power output of the woman is the work she does per unit time, taking into account the work done in lowering her body. Each push-up involves two phases: lifting her body and lowering her body. When she lowers her body, the work done is negative, as the force she exerts is in the opposite direction to the displacement. The work done in lowering her body is equal to the work done in lifting her body, so the total work done in one push-up is zero.

The woman does 30 push-ups in 1 minute, which means she does one push-up every 2 seconds. Therefore, the useful power output of the woman is:

P = (152 J)/(2 s) = 76 W

Therefore, her useful power output is 76 W.

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A cart with mass m subscript 1 equals 0.25 space k g is at rest on a track. A second cart of mass m subscript 2 equals 0.35 space k g is pushed down the track and collides with it. The carts stick together after the collision. The second cart's speed immediately before the collision is v subscript 02 equals 6.17 space m divided by s. The overall magnitude of the carts' common final velocity is _______________ (enter the numerical value only, in m/s).

Answers

After considering the given data and information we come to the conclusion that overall magnitude of the carts' common final velocity is 3.6 m/s, under the condition that a cart with mass m subscript 1 equals 0.25 space k g is at rest on a track.

Then, we can apply the law of conservation of momentum to evaluate the common final velocity of the carts.

The law of conservation of momentum projects that the total momentum of an isolated system stays constant if no external forces act on it. For this required case, the system is the two carts.

Before the collision, the first cart is in the rest and the second cart has a velocity of 6.17 m/s. Hence, the total momentum of the system before the collision is

p = m₁v₁ + m₂v₂

Here,

m1 and m2 are the masses of the carts and `v1` and `v2` are their velocities.

Staging the given values,

p = (0.25 kg)(0 m/s) + (0.35 kg)(6.17 m/s)

Applying simplification this expression

p = 2.16 kgm/s

Post the event of collision, the two carts stick along each other and move with a common final velocity `v`. The total momentum of the system after the collision is

p = (m₁ + m₂)v

Staging the given values, and evaluate for v

v = p / (m₁ + m₂)

Staging the given values

v = (2.16 kgm/s) / (0.25 kg + 0.35 kg)

v = 2.16/0.6

Applying simplification this expression

v ≈ 3.6 m/s

Then, the overall magnitude of the carts' common final velocity is approximately 3.6 m/s.

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7. What do the following scientists study:
a. Geologists -
b. Zoologists -
c. Anthropologists -
d. Botanists -
e. Chemists -
f. Physicists -
on line papper

Answers

These scientists are known  to study different aspects of science. The study they engage are;

What do scientists study

a. Geologists - study the physical structure and composition of the Earth, including rocks, minerals, and natural resources.

b. Zoologists - study animals, their behavior, physiology, evolution, and distribution.

c. Anthropologists - study human societies, cultures, and behavior across time and space.

d. Botanists - study plants, their physiology, structure, ecology, and evolution.

e. Chemists - study the composition, properties, and behavior of matter and the chemical changes it undergoes.

f. Physicists - study the fundamental principles that govern the behavior of matter and energy in the universe, including mechanics, thermodynamics, electromagnetism, quantum mechanics, and relativity.

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What type of image can be larger or smaller than the object?
A. An expansion
B. A magnification
C. A reduction
D. An enlargement

Answers

it’s D. An enlargement (hope this helps!)

When light travels through a small hole, it appears to be an observer that the light spreads out, blurring the outline of the hole. Does this observation support the theory of light as a wave, or light being made of particles? Explain.

Answers

Answer:

support lights as a wave

Explanation:

In the model of light as a particle, the experimenter would expect to see one small hole of light emerging on the wall. However, as the light spreads out, it behaves much like a wave that diffracts when going through a small hole.

A 5 kg book falls from a shelf. If it lands at a speed of 5.7 m/s, from what height did it fall?

Answers

Answer:

57m

Explanation:

speed = 5.7m/s

or 57/10 m/s

so definitely the time taken will be 10 secs

so speed = distance/time taken

5.7= distance/10

distance = 5.7× 10

Distance = 57m

According to Kepler's laws of planetary motion
the ratio of the mean radius of the orbit of a
planet cubed to the period of revolution of
the planet squared is constant for all planets
orbiting the Sun. Sketch a graph representing
this relationship.

Answers

The ratio of the cubes of any two planets' average distances from the sun (r) to their squares representing their periods (T) is equal to one.

What is the Kepler's law?

First Law: The sun is at the center of elliptical planetary orbits.

Second Law: Equal areas are covered in equal amounts of time by the radius vector from the sun to a planet.

Third Law: For every planet, the ratio of the cube of the ellipse semimajor axis to the square of the period of revolution is the same.

The third law of Kepler, also referred to as the Law of Harmonies, states that the ratio of any two planets' squared periods to their squared average distances from the sun is equal to one. The third law compares a planet's orbital radius and period to those of other planets.

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pls help me

what should you do? if they stop breathing, have no pulse and no response? how toperform hands only CPR?

Answers

Answer:

To perform hands-only CPR, you want your non-dominant hand on top of your dominant hand and interlocking fingers, and push right under the breast bone 30 times. A good way to remember how fast you should perform CPR, listen to the beat of "Staying Alive." If the hands don't work after 30 times, pinch their nose, tilt their head back and blow two big breaths into their mouth, then do the chest pushing again. Keep repeating these steps until they respond, you feel a pulse, or 911 arrives.

Explanation:

I actually just learned how to do CPR this week it is really cool!

May I have Brainliest please? My next rank will be the highest one: A GENIUS! Please help me on this journey to become top of the ranks! I would really appreciate it, and it would make my day! Thank you so much, and have a wonderful rest of your day!

The increase in total costs required to produce one additional unit of output is referred to as

The increase in total costs required to produce one additional unit of output is referred to as

Answers

Answer:

In economics, the marginal cost of production is the change in total production cost that comes from making or producing one additional unit.

Explanation:

This is the right answer bc i did it!!

Marginal cost is the correct answer.

What is marginal cost?

"The marginal cost of production is the change in total production cost that comes from making or producing one additional unit. To calculate marginal cost, divide the change in production costs by the change in quantity".

For the given question,

The increase in total costs required to produce one additional unit of output is referred to as marginal cost.

Hence we can conclude that marginal cost is the correct answer.

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Two students side in carts opposite to one another in a spinning Ferris wheel as shown.
Student A is originally at the bottom of the Ferris wheel while student B is at the top of the Ferris wheel. As the wheel turns, student B comes to the bottom white student A arrives at the top, as shown. The Ferris wheel spins at a constant speed so the two students are traveling with constant speed. Students A and B have masses ma and mb, respectively. The Ferris wheel has a radius R. What is the magnitude of the TOTAL work done on student A in moving from the bottom to the top of the Ferris wheel? The total work is the sum of the work done by all the forces on the body; i.e. Wtotal = sum(Fd). Neglect air resistance.
Also, what is the sign of the work done on student B by the Ferris wheel in moving from the top to the bottom?

Answers

Net work done  on student B by the Ferris wheel in moving from the top to the bottom  is mathematically given as

net work done on A =0.

Net work done  

Generally the equation for the work energy theorem is mathematically given as

net work done on A = change in kinetic energy of A.

Where, angular velocity is constant.

change in kinetic energy = 0.

Hence, from work energy theorem,

net work done on A =0.

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the speaker at an event hall is held up by steel cables as shown. find the tension in cables ab and bc if the speaker weighs 100 lb.

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T = (m g) + (m a), where "g" denotes the acceleration caused by gravity of any objects the rope is supporting and "a" denotes any additional acceleration on any such objects, can be used to represent the tension in a given rope.

Give me a specific illustration of acceleration.

An object's velocity can change based on how rapidly, slowly, or which way it is moving. As examples of acceleration, consider a falling apple, the moon orbiting the earth, or a car coming to a complete stop.

What exactly are speed and acceleration?

The velocity of a displacement affects how quickly it changes. Acceleration is the term used to describe how quickly a velocity changes.

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Which feature is created when a block of rock dropped down in relation to the block of rock beside it?

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Answer:

Which feature is created when a block of rock dropped down in relation to the block of rock beside it?

Explanation:

Grabens drop down relative to adjacent blocks and create valleys. Horsts rise up relative to adjacent down-dropped blocks and become areas of higher topography.

A student slides a block on a surface by applying a force of 11 newtons (N) toward the left. The friction force on the block is 4 N.

A student slides a block on a surface by applying a force of 11 newtons (N) toward the left. The friction
A student slides a block on a surface by applying a force of 11 newtons (N) toward the left. The friction

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A student slides a block on a surface by applying a force of 11 newtons (N) toward the left. The friction force on the block is 4 N and which is in right direction. the Net force acting on the box is 11-4 = 7N.( towards left)

Force is responsible for the motion of an object. it produces acceleration in the body. According to newton's second law force is mass times acceleration i.e. F =ma. Its SI unit is N which is equivalent to kg.m/s². There are two types of forces, balanced force and unbalanced force. Balanced forces are those forces which are opposite in direction and equal in magnitude. When Net force acting on a body is zero then we call it as balanced force. Balanced force is not responsible for the motion of the body. ex. when two persons pulling rope on both end with equal magnitude which cause them to be balanced force have 0 net force. Unbalanced forces are those when resultant of all the forces is not equal to zero is called as unbalanced force. unbalanced force is responsible for the motion of the body.

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When baseball players throw the ball from the out eld, they usually allow it to takeone bounce before it reaches the in eld because they think that the ball will arrive sooner that way.Suppose that the angle at which a bounced ball leaves the ground is the same as the angle at whichit is thrown but the ball's speed after the bounce is one-half of what it was just before the bounce.(a) Assume that the ball is always thrown with the same initial speed. At what angleshould the elder throw the ball to make it go the same distanceDwith one bounce as a ball thrown upwardsat 45with no bounce

Answers

Complete Question

The diagram illustrating this question is shown on the first uploaded image

Answer:

The value is \(\theta = 27^o\)

Explanation:

Generally the distance covered by the ball thrown at angle 45° that did not bounce is mathematically represented as

\(D = v cos (45) * t\)

Here t is the total time duration which is mathematically represented as

\(t = \frac{v sin (45)}{g}\)

This distance distance is also mathematically represented as

\(D = vcos(\theta)* t_1 + \frac{v}{2} cos(\theta )*t_2\)

Here \(\theta\) the angles made as shown in the diagram

Here \(t_1\) is the time before the first bounce which is mathematically represented as

\(t_1 = \frac{v sin (\theta )}{g}\)

\(t_1\) is the time duration before the final point which is mathematically represented as

\(t_2 = \frac{\frac{v}{2} * sin (\theta )}{g}\)

So

\(v cos (45) * \frac{v sin (45)}{g} = vcos(\theta)* \frac{v sin (\theta )}{g} + \frac{v}{2} cos(\theta ) * \frac{\frac{v}{2} * sin (\theta )}{g}\)

=> \(cos (45) sin(45) = cos(\theta)sin(\theta ) + cos(\theta )sin(\frac{\theta}{4})\)

=> \(0.5 = \frac{5}{8} * sin(2\theta )\)

=> \(\theta = 27^o\)

When baseball players throw the ball from the out eld, they usually allow it to takeone bounce before

4. Which of the following accurately pairs the part of an atom to its charge?
O A. Neutron-positive charge
O B. Electron-negative charge
O C. Proton-no charge
O D. Electron-no charge​

Answers

Answer:

B Electrons are negatively charged while protons are positively charged

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