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To calculate the minimum value of A we first need to establish an equation for A. The surface area of a cuboid is relatively simple to figure out we simply work out the area of the faces and sum them toge...
y=-4x-1 (-4x-1)^2 +5x^2 +2x=0
16x^2 +8x +1 +5x^2 +2x=0
21x^2 +10x + 1 =0 (7x+1)(3x+1)=0
x=-1/7 or -1/3
y= -3/7 or 1/3
Firstly find the gradient of A, through differentiation: dy/dy = 3x2 – 2x + 1. To find the gradient at P, substitute the x value of the P coordinate into this equation: dy/dx = 3(2)2...
answer is 4x-3
Friction always acts in the opposite direction to motion (or the potential motion) and Friction (Fr) acts as follows: In every case: Fr ≤ 𝜇R (where 𝜇 is the coefficient of friction and R is the reaction f...
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