Answer to Question #231371 in Chemical Engineering for pavani

Question #231371

3) Find the complete integral of p^3+q^3=27Z.


1
Expert's answer
2021-09-29T04:38:07-0400

"\u2212\n27\nz\n+\nq\n3\n+\np\n3"

"(\n\u2212\n27\nz\n+\nq\n3\n+\np\n3\n)\nx\n+\nC"

"\\int{\\left(p^{3} + q - 27 z + 3\\right)d p} = \\frac{p \\left(p^{3} + 4 q - 108 z + 12\\right)}{4}"

answer;

"\\int{\\left(p^{3} + q - 27 z + 3\\right)d p}=\\frac{p \\left(p^{3} + 4 q - 108 z + 12\\right)}{4}+C"


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