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Why are the units for volume and surface area raised to different powers?
Surface area is the sum of the areas of all the surfaces of an object. When you add units, they stay the same. Since you are adding, let's say, meters squared and meters squared and meters squared, your unit is still meters squared. Volume is a measure of how much space is inside an object. To find volume, you must multiply length, width, and height. In our example, that would be meters x meters x meters. When you multiply units, they multiply to each other. So, we get meters cubed, or meters^3.
What force needed to give 500 newtons this acceleration 3.00 plus 3 meters per second squared?
There is some confusion here. 500 newtons IS a force. You don't "give a force an acceleration". You can accelerate an object (which has a mass), but not a force.
What does and acceleration of five meters per second squared mean about the velocity of the object?
It means that the object's speed is always 5 meters per second faster than it was one second earlier.
An object's velocity changes from 30 meters per second to 23 meters per second in 3 seconds What is is its acceleration?
-2.33 metres per second squared
How long does it take on average for a human body accelerate to 78 mph in freefall?
Convert 78 mph to meters per second: 78 mph=35 meters/second The acceleration of earths gravity is 9.8 meters per second squared. This is constant. Therefore, using basic calculus, the velocity of a falling object is equal to 9.8 meters per second times the time it has fallen. 9.8*T=35 T=3.6 Thus, it takes roughly three and a half seconds for the average human body to accelerate to 78 miles per hour (assuming wind drag is inconsequential).
The force required to accelerate to one kilogram object by one meter per second squared?
One newton.
Is it harder to accelerate a moving object?
No, it is not harder to accelerate a moving object. The initial motion of the object does not affect the force required to accelerate it further. The force required to accelerate an object depends on its mass and the desired acceleration.
If an object accelerates at 3 meters per second squared when a 10-newton force is applied to it what force would cause this object to accelerate at 6 meters per second squared?
F = ma, so if mass is constant, you need to double the force to double the acceleration. The answer is 20 N.
What force is required to accelerate a ten kilogram object horizontally at 6 meters per second squared?
F = ma so F = 10kg x 6m/s^2 = 60 kgm/s^2 or 60 Newtons
How does an objects mass affect how it accelerates to earth?
It doesn't. Close to Earth's surface, any object will accelerate towards the center of the Earth at a rate of about 9.8 meters/second squared, regardless of the object's mass.
What is the acceleration of the object in meters per second squared?
The acceleration of the object is the rate at which its velocity changes over time, measured in meters per second squared.
Is balanced forced cannot accelerate an object true or false?
False. A balanced force does not accelerate an object, but an unbalanced force is required to change the motion of an object.
Does it take more force to accelerate a moving object?
No, it takes the same force to accelerate a moving object as it does to accelerate a stationary object, according to Newton's first law of motion. The force required depends on the mass of the object and the desired acceleration.
How fast will an object with a mass of 212 kilograms accelerate if it's slammed with a force of 1272 newtons?
The acceleration of the object can be calculated using Newton's second law: acceleration = Force / Mass. Plugging in the values, we get acceleration = 1272 N / 212 kg = 6 m/s^2. So, the object will accelerate at 6 meters per second squared.
Do balanced forces acing on an object cause the object to accelerate?
No. To have an acceleration, an UNBALANCED force is required.
What is the acceleration of an object that required 10N of force to accelerate kg?
2
How fast do objects accelerate due to gravity?
Objects in free fall accelerate at a rate of 9.8 m/s^2 (meters per second squared) due to gravity near the surface of the Earth. This acceleration is constant regardless of the object's mass.
