" 4."" If "f(x)=(x-1)^(100)(x-2)^(2009)(x-3)^(" ,")^((x)))-(x-100)^(100)," then the value of "(f'(101))/(f(101))" is "

If f(x)=(x-1)^(100)(x-2)^(2(99))(x-3)^(3(98))…(x-100)^(100), then the value of (f'(101))/(f(101)) is

If f(x)=(x-1)^(100)(x-2)^(2(99))(x-3)^(3(98))…(x-100)^(100), then the value of (f'(101))/(f(101)) is Option 1: 5050 Option 2: 2575 Option 3: 3030 Option 4: 1250

If f(x)=(x-1)^(100)*(x-2)^(2(99))*(x-3)^(3(98))..........(x-100)^(100) then the value of (f^(')(101))/(f(101))=k, then (k)/(2525)=

If f(x)=prod_(n=1)^(100)(x-n)^(n(101-n)); then (f(101))/(f'(101))=

If f(x)=prod_(n=1)^(100)(x-n)^(n(101-n) then find (f(101))/(f '(101))

If f(x)=(100^(5)-x^(10))^((1)/(10)) ,then find the value of (1)/(2^(3))f(f(8))

If f(x)=prod_(n=1)^(100)(x-n)^(n(101-n)) ; then (f(101))/(f'(101))=

If f(x)=prod_(n=1)^(100)(x-n)^(n(101-n)) ; then (f(101))/(f'(101))=