Continuous Functions: TIFR GS 2017 Part A Problem 1.

Continuous Functions: TIFR GS 2017 Part A Problem 1.

Understand the problem True or False? let ( f : [0,1] to Bbb R ) be a continuous function such that ( f(x) geq x^3) (forall x in [0,1] ) with (int_0^1 f(x)= 1/4 ). Then ( f(x)=x^3 forall x in Bbb R ). Source of the problem TIFR GS 2017 Part A problem 1. Topic...