First off, A mouse trap lever only moves 180 degrees.
So you would take the length of your mouse trap pulling arm (e.g. 12''), and multiply it by two (24'')
Now you have the diameter of the circle if the mousetrap arm could spin a full 360 degrees.
So to find the circumference of that invisible circle you would multiply the diameter by pi (24'' x 3.14 = 75.36'') Now since the mouse trap arm only moves 180 degrees, you would divide your answer by 2, because 180 is half of 360.
(75.36'' divided by 2 = 37.68'')
Now that you have the distance that the arm travels you need to find the circumference of the axle your pulling wheels are on. Say that your axel has a quarter inch diameter ( .25'' ) you would do the same thing as before:
(e.g. .25'' x pi [3.14] = 0.785'')
Now you would divide the distance your lever arm moves by the circumference of your axle (e.g. 37.68'' divided by 0.785'' = 48)
this means that the string tied to the tip of the arm would wrap around the axle 48 times.
Now for the final step the circumference of the wheels, just do the same as before, diameter multiplexed by pi.
(e.g 5'' x 3.14 = 15.7'' )
Now that you know how many times the axle will rotate (48 times) and how far it travels each rotation (15.7'') all you have to do is multiply them!
e.g. (48 x 15.7 = 753.6'' )
or 20.93 yards, one fifth of a football field!
But keep in mind this is in a world with out friction.
I apologize if I was at all confusing, im not too good at teaching things, haha.
I hope I helped!
It depends on what the underlying distribution is and which coefficient you want to calculate.
By using the distance formula. We calculate the difference of the like coordinates (e.g longitude1-longitude2 or latitude1-latitude2 etc) then add the "squares" of the differences. And finally taking the square root of the answer.
Bulk density = dry weight / volume, then by knowing the dry weight and bulk density we can calculate the volume.
You cannot.
You CAN'T calculate the height of something, just by knowing its width.
Acceleration in free fall is always the acceleration of gravity = 9.8 meters (32.2 feet) per second2
Speed is distance over time. Without knowing the speed, we cannot calculate this.
Any time an object moves, and especially if it changes its velocity, the laws of motion apply. For example, you can use it to calculate the desired force, if you know the acceleration and the mass. Or the other way - to calculate the acceleration, knowing the force and the mass.
1). As an artificial space vehicle approaches and passes another planet, we can observe the effect of the other planet on its motion. 2). Knowing the vehicle's mass, and the effect the other planet has on its motion, we can calculate the other planet's mass. 3). Knowing the time the other planet takes to revolve around the sun, we can calculate its distance from the sun. 4). Knowing the other planet's distance from the sun, and its apparent size as seen from earth, we can calculate its actual size. 5). Knowing the other planet's actual size and mass, we can calculate the gravitational field at its surface, or at any distance from its center. 6). Knowing the gravitational field at any distance from the center of the other planet, we can calculate the weight that any familiar object would have if it were on or near that planet.
Speed is distance over time. Without knowing the speed, we cannot calculate this
Speed is distance over time. Without knowing the speed, we cannot calculate this.there is no conversion from minutes (time) to kilometres (distance)
Neither of those numbers depends on the planet's mass. So knowing them doesn't enable you to calculate it.
Speed is distance over time. Without knowing the speed, we cannot calculate this.
1/(focal length) = 1/(distance of object) + 1/(distance of image) is the formula for calculating x of a lens knowing only the focal length which is the distance from the lens to the image of sun formed by it.
An absolute distance is impossible to calculate between points of different longitude without also knowing latitude. Possible answers will be in the range 0 km - ~20,003.93 km
An acceleration curve. Without knowing more details it's impossible to answer more precisely than that.
Knowing the net for will tell you various things, including the direction, speed, and acceleration.