Rewrite the integral as an equivalent integral in the following orders.

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Author:James Stewart
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9 81 81-y
Top: y +z=81
Side: 81
Here is the region of integration of the integral T| dz dy dx. Rewrite the integral as an equivalent integral in the following orders.
-9 2
(-9, 81, 0)
a. dy dx dz
b. dx dy dz
81
(9, 81, 0)
9 81 81-y
dz dy dx =
dy dx dz
a.
-9 2
9 81 81-y
SSS
b.
dz dy dx =
dx
dy dz
-9 2
Transcribed Image Text:9 81 81-y Top: y +z=81 Side: 81 Here is the region of integration of the integral T| dz dy dx. Rewrite the integral as an equivalent integral in the following orders. -9 2 (-9, 81, 0) a. dy dx dz b. dx dy dz 81 (9, 81, 0) 9 81 81-y dz dy dx = dy dx dz a. -9 2 9 81 81-y SSS b. dz dy dx = dx dy dz -9 2
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