Area of shaded region in the figure is:
Mathematics · Class 12 · CBSE — Application of the Integrals
Area of shaded region in the figure is:
- \(-2\) sq. units
- \(2\) sq. units
- \(4\) sq. units
- \(\dfrac{3}{2}\pi\) sq. units
Answer
(B) 2 sq. units
Sign up free on Edukali to view the step-by-step worked solution and practice thousands of similar questions.
Related practice questions
- If area bounded by curve y^2 = 8x and line x = 1 in the first quadrant is a 2 sq. units, then:
- Assertion (A): When some portion of the curve is above the x -axis (area A_2 ) and some below (area A_1 )…
- Assertion (A): The area of region PQML = _a^b y dx = _a^b f(x) dx (region between curve y = f(x) , x -axis…
- The shaded region is bounded by the lines:
- During Kumbh Mela 2025, a parabolic arch is constructed at the entrance, modelled by y = x^2 4 , -6 x 6 . The…
More Application of the Integrals questions · Browse all practice questions