How to generate electricity from biogas?

Answers

Answer 1
Answer: The same way as electricity is generated from any other gas:

-- Burn the gas.
-- Use the heat to boil water.
-- Pipe the steam through the fan of a turbine.
-- Use the rotation of the turbine to spin an electric-power generator.

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Why does it take less time for small rocks to wear away than it does for large rocks to wear way?

Answers

If you take one large rock it only wears away on its surface.

If you now break that rock in half the surface is the old outside AND the new break in half - therefore more surface area to wear away. Break these two halves again and there is more surface area to wear away.

Keep going and break your large rock into many pieces and you get small rocks which wear away much quicker.
It is because that small rocks are lighter than large rocks. It is hard for larger rocks because they are very heavy.

Coach wants her team to have fun, win some games, and be a productive unit. What is the most important personality trait the coach should demonstrate to achieve her goals?

Answers

remind them that there going out to have fun that it doesn't matter if they win or lose
that the best way to play is to have fun

The orbits of planets being elliptical was one the planetary laws developed by

Answers

The correct answer is Kepler



Final answer:

The concept that planets move in elliptical orbits was established by Johannes Kepler in his First Law of Planetary Motion. This significant idea disrupted the earlier belief of circular orbits and brought tremendous knowledge in our solar system understanding.

Explanation:

The fact that the orbits of planets are elliptical was part of the planetary laws developed by the renowned astronomer and mathematician Johannes Kepler. Damaging the former belief of circular orbits, Kepler, based on detailed and exhaustive astronomic observations, established his First Law of Planetary Motion which stated that planets move in elliptical orbits with the Sun at one of the two foci. This was a significant breakthrough in understanding our solar system and continues to be fundamental in physics and astronomy today.

Learn more about Kepler's Laws,

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3. During a race, a sprinter increases from 5.0 m/s to 7.5 m/s over a period of 1.25s. What is the sprinter’s average acceleration during this period?Also please try and explain
Please and Thank you

Answers

(7.5)-(5)
----------- = 2 m/s^2
(1.25-0)

Average acceleration is calculated using the equation V(f)-V(i) / t(f)-t(i). (Final velocity minus initial velocity divided by final time minus initial time)

You step into an elevator on the 50th floor and it quickly accelerates downward. For a second, until steady speed is reached, __________. A.) your weight is unchanged but your mass decreases B.) your mass is unchanged but your weight decreases C.) neither your mass nor weight change but the gravitational force decreases D.) neither your mass nor weight change but your apparent weight decreases

Answers

Answer:

Mass and weight would stay the same. However, the normal force between the person and the ground becomes smaller, making the weight of the person appear smaller.

Explanation:

The mass of an object is an intrinsic property. The mass of the object stays the same regardless of the motion of the object or the forces acting on the object. As a result, when the elevator accelerates downwards, the mass of this person would stay the same.

The weight of an object refers to the gravitational force on this object.

The gravitational force on an object is the product of the mass m and the strength g of the gravitational field:

(\text{weight}) = m\, g.

The gravitational field strength near the surface of the Earth is mostly uniform (g \approx 9.81\; {\rm N\cdot kg^(-1)}.) Since the mass of this person stays the same, the weight of this person would also stay the same.

When a person stands on level ground, forces on this person would include:

  • Weight, which points downward, and
  • Normal force from the ground, which points upward.

The net force on this person would be:

(\text{net force}) = (\text{weight}) + (\text{normal force}).

Rearrange this equation to obtain an expression for normal force:

(\text{normal force}) = (-(\text{weight})) + (\text{net force}).

When the person is not moving, acceleration of the person would be zero. By Newton's Laws of Motion, the net force on this person would also be zero.

In the equation above, the magnitude of the normal force would be equal to the magnitude of weight. It would appear that the normal force on the person is equal in magnitude to the weight of this person.

However, when the person accelerates in the vertical direction, the net force on the person will become non-zero in the vertical direction. Normal force would no longer be equal in magnitude to weight.

Specifically, when the person accelerates downward in this elevator, acceleration of this person would point downward. Net force on this person would also point downward.

In the equation (\text{normal force}) = (-(\text{weight})) + (\text{net force}), (\text{weight}) also points downward. However, because of the negative sign (-(\text{weight})) and (\text{net force}) would be in opposite directions.

Additionally, the magnitude of net force cannot exceed the magnitude of weight. As a result, the magnitude of the sum of these two vectors would be smaller than the magnitude of weight.

The normal force on this object is equal to the sum of these two vectors. As a result, the magnitude of normal force would also be smaller than the magnitude when the person isn't moving. It would appear as if the apparent weight of this person has become smaller than the original value.

The what is s measure of the number of waves that pass a point in a given amount of time

Answers

The 'frequency' is the number of waves that pass a point in one second.

If the given amount of time is, say, 'Q' seconds, then the number of waves
that pass a point in the given amount of time is (Q) times (the frequency).

Frequency is the number of waves that pass a given point in a certain amount of time.