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Here is the region of integration of the integral a. dy dz dx b. dy dx dz c. dx dy dz d. dx dz
Here is the region of integration of the integral a. dy dz dx b. dy dx dz c. dx dy dz d. dx dz dy e. dz dx dy 9 81 81-y UT -9x2 0 dz dy dx. Rewrite the integral as an equivalent integral in the following orders. 81 Side: y = x a. 9 81 81-y SS S -9x2 0 dz dy dx= SSS oy dz dx dy Top: y + z=81 9 81 (9, 81, 0) (-9, 81, 0)
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