Over a million students use our free study notes to help them with their homework
Notes: At the minimum point of the curve, the gradient is = 0. You can find the gradient of a curve by taking the derivative of a point in the curve. We also know that when the curve is at a minimum, ...
The minimum point for the curve can be found by finding the point at which the gradient is zero, where the curve is instantaneously level, before increasing again. This can be done by differentiating the ...
Step 1. Draw Pascal's triangle to find the coefficients. 1; 1 2 1 ; 1 3 3 1 ; 1 4 6 4 1. As you can see, each row starts and finishes with 1. The numbers in between are worked out by add...
The first step is to prove that the result is true for n=1.The second step is to assume that the result is true for n=k where k is any positive integer.The third step is to prove that the results is true ...
At the minimum point, the gradient will be zero, so we differentiate the equation, giving us dy/dx = 3e3x - 12e2x. If the gradient is zero at the minimum point, we can set dy/dx = 0,...
←
351
352
353
354
355
→
Internet Safety
Payment Security
Cyber
Essentials
