The force is up the slope and parralel to it, the load is essentially raised vertically.
An arch works by transfering the load on the central portion of the arch outward and downward into the columns which support it.
It reduces the force needed to move the load up. Just think of it, it takes less force to push a cart with 100 kg of bricks on a slope or is it easier to lift it up directly to a height of 10m?
vertical lift versus slope the work done is the same (force * distance), but with a say 30 degree slope you need only half the force but need to travel twice as far to raise the load the same height vertically
Hooke's Law tells use that a spring will deform linearly as y = m x + b were y is the length of the spring under loading m is the spring constant (slope of a line) b is the initial length of the spring first find the slope m: m = (y₂ - y₁) / (x₂ - x₁) m = (40 - 30) / (50 - 25) = 10 / 25 = 2/5 now use the point slope for the line equation and work to the slope intercept form y - y₁ = m(x - x₁) y - 30 = 2/5 (x - 25) y - 30 = 2/5x-10 y = 2/5x + 20 the spring is initially 20 cm long. ~I got this from another internet source, so i have no idea if this is right. but I'm pretty sure it is
The downward force acting on the load is due to gravity. This force is equal in magnitude to the weight of the load and is responsible for pulling the load downward.
The downward force acting on a load is typically the force of gravity. This force is directed towards the center of the Earth and is constant as long as the mass of the load remains the same.
The downward force acting on the load would be due to its weight, which is the force of gravity pulling the load downwards. This force is equal to the mass of the load multiplied by the acceleration due to gravity.
The load will move upwards.
The slope of the load vs displacement graph represents the stiffness of the material being tested. A steeper slope indicates a higher stiffness and vice versa. This relationship helps determine the material's resistance to deformation when subjected to a load.
It depends on the total load of the transistor as to what the shape of the slope is for the DC load line. A transistor gains voltage as base current is allowed to flow.
A load locka slope
A load locka slope
A load locka slope
A load locka slope
A load locka slope
A load locka slope