Start learning →

The definite integral is taken over an interval that is:

AOpen
BBroken
CEmpty
DClosed
Answer & Solution
Correct answer: D. Closed
1. The interval includes both its end points a and b. 2. Those end points are where F is evaluated. 3. So the interval is closed. _Source: syllabus Mathematics Part II, Chapter 7, Integrals._
Practise this question with Quill — CBSE Class 12 (Commerce) →

Keep practising Integrals

Browse all Integrals questions for CBSE Class 12 (Commerce), or explore more Mathematics topics.

Start a Integrals lesson →
Related questions
To turn f(x) into f(a + b - x) in a definite integral, substitute:Find integral of sin x/(sin x + cos x) from 0 to pi/2.Using the 2a property, the integral of sin x from 0 to 2*pi is:Integral of cos x over [-pi/2, pi/2]:For even f, the integral over [-a, a] is twice the integral over:The integral of any odd function over [-a, a] is:Evaluate the integral over [0, 1] of x e^(x^2).Integral of 2x/(1 + x^2) over [0, 1] equals: