Undoing Derivatives and Integrals
Difficulty: Easy · Topics: Calculus, Integration, Antiderivatives
Hosila va integrallarni bekor qilish
The function f(x)=x^10+x^9+·s+x+1 satisfies
F(x)=∫≤ft[d/dx≤ft\d/dx∫ f(x) dx \ ]dx
When F(0)=1, find the value of F(2).
f(x)=x^10+x^9+·s+x+1 funksiya uchun
F(x)=∫≤ft[d/dx≤ft\d/dx∫ f(x) dx \ ]dx
F(0)=1 bo‘lganda F(2) ning qiymatini toping.