Class 12

Math

Calculus

Area

If the area of the region ${(x,y):0≤y≤x_{2}+1,0≤y≤x+1,0≤x≤2}$ is A then the value of 3A-17 is___.

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Sketch the region bounded by the curves $y=x_{2}andy=1+x_{2}2 $. Find the area.

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

Find the area enclosed by the figure described by the equation $x_{4}+1=2x_{2}+y_{2}.$

Area of the region bounded by the curve $y=tanx$ and lines y = 0 and x = 1 is

Area enclosed by the curve $y=f(x)$ defined parametrically as $x=1+t_{2}1−t_{2} ,y=1+t_{2}2t $ is equal to

The area bounded by $y=sec_{−1}x,y=cosec_{−1}x,and linex−1=0$ is

The area of the region enclosed between the curves $x=y_{2}−1andx=∣x∣1−y_{2} $ is

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