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Notes; *Stationary (Turning) points are the points on the graph which are lowest or highest. (maximum or minima). *The gradient at a stationary point is zero. Steps: 1. Differentiate the function once to...
find dy/dx, algebraically manipulate the expression to get dy/dx in terms of x and y and then subsitute in the given point.
a) Firstly, differentiate x and y with respect to t.
Giving you dx/dt = 1/t and dy/dt = 12t2
dy/dx is found using the chain rule:
dy/dx = dy/dt x dt/dx = 12t3Answered by Sara W. • Maths tutor3028 Views
5x +3 > 3x -6 2x +3 > -6 (-3x from both sides) 2x > -9 (-3 from both sides) x > -4.5 (divide by two on both sides)
-9=x^2+6x
0=x^2+6x+9
0=(x+3)(x+3)
when y=-9 x=3
dy/dx=2x+6
dy/dx=2(3)+6=12
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