ByAhmed379
If a function is given and I have found the 1st and 2nd derivative and know both zeros, I then have to calculate the y-axis intercept again. If the task is to determine the local extreme points
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In this parabola, if you insert the given points into a system of equations and apply the addition method, you get 0 at any point ax and bx, which is what you need to find. How do I proceed here?
Hi, I need to use the points P(-2|5) and Q(2|20) to find a and q from the formula f(x)=a•q^x. Can someone help me and explain the calculation?
The necessary condition for local extreme points is f'(x)=0
If this x also applies f”(x) <> 0, you have found an extreme place. Set the x in f(x) and you have the extreme E(x|f(x))
<> shall mean “unequal”
No, you will only determine the y-axis section if it is searched for according to the task. He’s not one of the Extrema.