Convex set and extreme point value theorem

Mean Value Theorem

Mean Value Theorem

Intermediate Value Theorem

Cauchys mean value theorem

Maximum velocity ini SHM is v_(m) . The average velocity during motion from one extreme point to the other extreme point will be

The distance between the extreme points on the periphery of the mirror is called

If f(x)=x^(3)+7x-1, then f(x) has a zero between x=0 and x=1. The theorem that best describes this is mean value theorem maximum-minimum value theorem intermediate value theorem none of these

If for a function f(x),f'(a)=0,f''(a)=0,f^(m)(a)>0 then at x=a,f(x) is minimum (b) maximum not an extreme point (d) extreme point

Intermediate value theorem || Extreme Value theorem