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∫_(-2)^3▒〖m^3 〖 (5+ m^4)〗^7 dm〗evaluate
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\[∫_(-2)^3〖m^3 〖 (5+ m^4)〗^7 dm〗\]
-2 is in subscore
\[\int\limits_{-2}^{3}\]
i bet this is \[\int_{-2}^2 x^3(5+x^4)^7 dx\]
\[\int_{-2}^3 x^3(5+x^4)^7 dx\] i mean. is that it?
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Ok just Put \[ 5 + m^4 = t \]\[4m^3 =\frac{dt}{dm}\]\[dm = \frac{dt}{4m^3}\]
Now when m->-2 & m -> 3 t -> 21 & t ->86 Now you have \[\int_{21}^{86} \frac{t^7}{4}dt\]\[\frac{t^8}{32} |_{21}^{86} \]Now put Limits and Solve
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