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(Solved): Hurry please Question 10 Let R be the region that x^(2) y^(2)<=9, the area of R can be found: \i ...
Hurry please Question 10 Let
Rbe the region that
x^(2) y^(2)<=9, the area of
Rcan be found:
\int_(-3)^3 \int_(-\sqrt(4-v^(2)))^(\sqrt(4-v^(3))) dxdy
\int_(-3)^3 \int_(-\sqrt(5-y^(2)))^(\sqrt(9-y^(2))) dydx
\int_(-3)^3 \int_(-3)^3 dxdy
\int_(-3)^3 \int_(-\sqrt(9-x^(2)))^(\sqrt(9-x^(2))) dxdy
\int_(-3)^3 \int_(-\sqrt(9-x^(3)))^(\sqrt(9-x^(3))) dydx
\int_0^(2\pi ) \int_0^9 rdrd\theta
\int_0^((\pi )/(2)) \int_0^3 4rdrd\theta
\int_0^(2\pi ) \int_0^3 rdrd\theta
\int_0^(2\pi ) \int_0^3 drd\theta
\int_0^(2\pi ) \int_0^9 r^(2)drd\theta 