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Q: Why would acceleration be affected by angle of inclination?
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What would be the vertical height on a 4 kilometer long inclination with an angle of 10 degrees?

4*sin(10) = 0.6945927107 or about 0.7 km


If earth's angle of inclination was 0 how would insulation change in High Level Alberta?

If Earth's angle of inclination was 0 degrees, there would be no change in the insulation levels in High Level, Alberta. Insolation (incoming solar radiation) is more influenced by variations in solar angle, day length, and cloud cover than by Earth's axial tilt. Therefore, insulation levels in High Level would likely remain relatively constant throughout the year.


How much force will it take to push or pull the 400 grams aalong an inclined plane?

The force required to push or pull an object along an inclined plane depends on the angle of the incline and the coefficient of friction between the object and the surface. The force can be calculated using the formula: force = mass * gravitational acceleration * sin(angle of incline) + mass * gravitational acceleration * cos(angle of incline) * coefficient of friction.


Would the angle of deflection of the charged particle be bigger or smaller if they had more mass?

The angle of deflection of a charged particle in a magnetic or electric field is not affected by its mass. The angle of deflection is determined by the charge and velocity of the particle, as well as the strength of the field.


An object is dropped and falls to the ground with acceleration of g if its thrown upward at an angle its acceleration would be 0 larger than g g upward g downward or none of the above?

The acceleration of the object would still be g downward, regardless of the angle at which it is thrown upward. The acceleration due to gravity always acts in the downward direction towards the center of the Earth. The only difference would be the horizontal component of the velocity due to the initial angle of the throw.


Would be value of g be affected if the size of the Bob is varied in simple pendulum experiment?

No, the value of acceleration due to gravity (g) would not be affected by changing the size of the bob in a simple pendulum experiment. The period of a simple pendulum is determined by the length of the pendulum and the gravitational acceleration at that location, not the size of the bob.


How could the acceleration of the person on the swing be increased?

The acceleration of the person on a swing can be increased by increasing the angle of release, as a greater angle results in a longer pendulum length and thus greater acceleration. Additionally, increasing the initial height from which the person is released can also lead to higher acceleration due to the increased potential energy. Finally, reducing air resistance by swinging in a more aerodynamic position can help increase acceleration.


Would the value of g be affected if the size of the bob is varied?

No, the value of the acceleration due to gravity, denoted by g, is not affected by the size of the bob. The mass of an object does not affect the acceleration due to gravity experienced by that object, assuming all other factors remain constant.


What is a sentence using the word inclination?

She had an inclination that her day was going to be very difficult. Another good sentence would be, he had an inclination that his car was going to die today.


How is gravity affected if mass is changed?

if you double the earths density say , standing at the surface you would experience twice the acceleration, weight would be doubled


What would happen if the angle of inclination of earth's polar axis was always perpendicular to the plane of earth's orbit instead of 23.5 degrees from the perpendicular line?

If the Earth had no axial tilt, there would be no seasons. Weather would probably be pretty boring.


If the inclination of the earth's rotation were 0 degrees will the seasons on the earth change?

If the Earth's rotation axis had no inclination, there would be no variation in the angle at which sunlight hits different parts of the Earth's surface, resulting in no distinct seasons. Areas at the equator would experience consistent temperatures year-round, while areas closer to the poles would have milder but less distinct seasonal changes.