its 22 minus 15 so the answer is 8
use the net to find the lateral area of the prism 3m 6m 3m 6m 15m
L x N + (5x2x4-9x6)squared that is the formula of net displacement
The result is a net displacement vector.
Net displacement is the distance of a straight line from the beginning point to the end point.
Basically, a net force causes an acceleration - a change in velocity. Over time, this must needs cause a displacement.
Divide the net displacement by the time of travel.
"Displacement" in physics usually referrs to the net change in position - meaning, take a snapshot of the dog before he starts moving and a snapshot of the dog when he's finished moving, and the distance between his two positions is his net displacement. Nothing he does in between affects the result - only where he starts and where he ends up.If you walk 6 meters north and then turn around and walk 4 meters south, I hope it makes sense that you are now standing 2 meters north of the point where you started. This is your net displacement (2 meters north).
It is called "displacement" - the net change in distance and position.
F = (mass) x (acceleration) = (55) x (15) = 825 newtons.
The net change in displacement of the potato samples is measuring the overall movement or shift in position of the potatoes. It indicates the total distance and direction that the potatoes have moved from their initial position to their final position.
If you walk exactly around the block, then your distance traveled is (500 x 4) = 2,000 meters,but your net displacement is zero.You are back at the starting point, so your [ (final position) minus (initial position) ] is zero.
Normally displacement means that some distance has been travelled. If you want to get picky, you can say that is you travel in a closed path, the displacement is zero. In such circumstances, when multiple movments are being combined, one makes is clearer by saying that combining several displacements gives the "net displacement." To get even more picky, we can point out that displacement is a vector defined by the separation of two points. The direction of the displacement vector is the direction of the second point relative to the first and the magnitude of the displacement vector is the magnitude of the distance between the two points. So, since displament is a vector and a vector can have zero length, one can say that you have a zero vector of displacement when no distance has been traveled.