The magnitude of the effort is controlled by you, not by the distance of the load
from the fulcrum.
Moving the load farther away from the fulcrum has no effect on the effort. But if
you want to leave the effort where it is and still lift the load with the lever, then
you're going to have to increase the effort.
They formed farther out like Jupiter but then migrated inward.
Directly proportionalWell the reason is:as you usually know, when you increase volume, pressure should decrease.but in a case of constant pressure, as volume increases, well, pressure stays the same.So how does that work? The only reason pressure wouldn't change is if the temperature will increase, allowing molecules of gas to move more rapidly, and therefore creating pressure that stays constant, as the volume increases. (but if you would keep increasing temperature under constant volume, pressure would actually increase).
subtract two from the period number
Because as you go down a group, with each additional period, an additional energy level is added. Each additional energy level is farther from the nucleus than the previous energy level.
The age of the ice increases as you go further down towards the ice core. The deeper you go, the older the ice.
A: To feedback more of the same signal from the output to increase the input to farther increase the output and farther increase the input will ultimately saturate the system
That depends on where from.
The farther apart the arrival times of the different waves are, the farther away the earthquake is. :)
stretching farther then normal
The easiest way to increase your accuracy in distance shooting is to start out closer, and then practice going farther and farther away until you eventually get better.
Irony. A+ n_n
Given a constant amount of moisture in the air, it is closer.
speakers vibrate farther
We will see a new moon
They formed farther out like Jupiter but then migrated inward.
Move the fulcrum farther from the force and closer to the load.
Directly proportionalWell the reason is:as you usually know, when you increase volume, pressure should decrease.but in a case of constant pressure, as volume increases, well, pressure stays the same.So how does that work? The only reason pressure wouldn't change is if the temperature will increase, allowing molecules of gas to move more rapidly, and therefore creating pressure that stays constant, as the volume increases. (but if you would keep increasing temperature under constant volume, pressure would actually increase).