The area of the region whose boundaries are defined by the curves y=2cosx,y=3tanx,andthey−aξsis 1+31n(32)squ˙nits 1+231n3−31n2squ˙nits 1+231n3−1n2squ˙nits 1n3−1n2squ˙nits

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The area of the region whose boundaries are defined by the cur

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The area of the region whose boundaries are defined by the curves $y = 2 cos x, y = 3 tan x, a n d t h e y - a ξ s i s$ $1 + 31 n (\frac{2}{3}) s q \overset{u}{˙} n i t s$ $1 + \frac{3}{2} 1 n 3 - 31 n 2 s q \overset{u}{˙} n i t s$ $1 + \frac{3}{2} 1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s$ $1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s$

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The area of the region whose boundaries are defined by the curves

y = 2 cos x, y = 3 tan x, a n d t h e y - a ξ s i s

1 + 31 n (\frac{2}{3}) s q \overset{u}{˙} n i t s

1 + \frac{3}{2} 1 n 3 - 31 n 2 s q \overset{u}{˙} n i t s

1 + \frac{3}{2} 1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s

1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s

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The area of the region whose boundaries are defined by the curves

y = 2 cos x, y = 3 tan x, a n d t h e y - a ξ s i s

1 + 31 n (\frac{2}{3}) s q \overset{u}{˙} n i t s

1 + \frac{3}{2} 1 n 3 - 31 n 2 s q \overset{u}{˙} n i t s

1 + \frac{3}{2} 1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s

1 n 3 - 1 n 2 s q \overset{u}{˙} n i t s