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Simplify the expression completely. (-3d^4e^8)^3 (2d^2e^4)^3
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first simplify the 2 'halves' (-3d^4e^8)^3 = (-3d^4)^3*(e^8)^3 now use the index rule ( na^b)^c = n^c a^(bc)
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yw
so the first part comes to (-3)^3 d^(4*3) e^(8*3) = -27 d^12 e^24 now work out the decond part in a similar way then the 2 parts are multiplied
recall the rule for multiplying indices a^n * a^m = a^(n + m)
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