Class 12

Math

Calculus

Area

The ratio of the areas of two regions of the curve $C_{1}≡4x_{2}+π_{2}y_{2}=4π_{2}$ divided by the curve $C_{2}≡y=−(sgn(x−2π ))cosx$ (where sgn (x) = signum (x)) is

Connecting you to a tutor in 60 seconds.

Get answers to your doubts.

Find the area of the region bounded by the curves $y=x_{2},y=∣∣ 2−x_{2}∣∣ ,andy=2,$ which lies to the right of the line x=1.

The area bounded by the curve $y=∣∣ cos_{−1}(sinx)∣∣ −sin_{−1}(cosx)∣$ and axis from $23π ≤x≤2π$

Find the area bounded by $y=−x_{3}+x_{2}+16xandy=4x$

Find the area of the region ${(x,y):y_{2}≤4x,4x_{2}+4y_{2}≤9}.$

The area enclosed by the curves $x=asin_{3}tandy=acos_{2}t$ is equal to

If the area bounded by the graph of $y=xe_{−ax}(a>0)andthe x-axis is1/9$ then find the value of a.

Area of region bounded by the curve $y=4+x_{2}4−x_{2} ,25y_{2}=9xandy=53 ∣x∣−56 $ which contains (1, 0) point in its interior is

Let $f:[0,∞)→R$ be a continuous function such that $f(x)=1−2x+0∫ x e_{x−t}f(t)dtfor allx∈[0,∞).$ Then, which of the following statements(s) is (are)) TRUE?