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y=5x2-2x+3 Differentiate to find the equation of the gradient of the curvedy/dx=10x-2 Substitute x=0 to find the gradient at the point x=0dy/dx=-2y=50^2-2Answered by • Maths tutor5605 Views
4e^2 + 8e
First we look to see if there is a common factor in the equation. In this case there is a common factor of 3, therefore we can take 3 out as a factor. 3(x2 +5x +6) = 0The inside of the br...
In order to answer this question, the expression on the left side of the equation needs to be factorised. This can be done in three stages. 1) finding a factor by subbing in common integers (0, +/- 1, +/-...
The function y = (3x2+2x+5)10 is an example of a "function within a function", which means the thing in the brackets is a function itself, and it's being raised to the powe...
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