Find the limits of integration to calculate the volume of so

Find the limits of integration to calculate the volume of solid Q enclosed by graph of y^2 = x, z = 0

and x + z =1,



if V = (Triple Integral of solid Q) dz dy dx.
Please show details.
Thanks.

Solution

z varies from 0 to 1-x y varies from 0 to x^0.5 and x varies from 0 to 1
Find the limits of integration to calculate the volume of solid Q enclosed by graph of y^2 = x, z = 0 and x + z =1, if V = (Triple Integral of solid Q) dz dy dx

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