फलन के लिए रोले का प्रमेय को स्यापित करें
`f(x)=(x-a)^m(x-b)^n,` जहां `m, n` धन पूर्णांक है अंतराल `[a,b]` में

If the only point of inflection of the function f(x)-(x-a)^m(x-b)^n , m, n e N and m!=n is at x=a then

Discuss the applicability of Rolle's theorem of the following functions: f(x) =(x-a)^(m) (x-b)^(n), m, n in Z^(+) , in the interval [a,b]

If the only point of inflection of the function f(x)-(x-a)^(m)(x-b)^(n),m,neN and m!=n is at x=a then