Evaluate (1/((3.6*10^-4)^3))/(1/((6*10^3)^3))

Math
1(3.6⋅10-4)31(6⋅103)3
Multiply the numerator by the reciprocal of the denominator.
1(3.6⋅10-4)3(6⋅103)3
Simplify the denominator.
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Apply the product rule to 3.6⋅10-4.
13.63⋅(10-4)3(6⋅103)3
Raise 3.6 to the power of 3.
146.656⋅(10-4)3(6⋅103)3
Multiply the exponents in (10-4)3.
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Apply the power rule and multiply exponents, (am)n=amn.
146.656⋅10-4⋅3(6⋅103)3
Multiply -4 by 3.
146.656⋅10-12(6⋅103)3
146.656⋅10-12(6⋅103)3
Rewrite the expression using the negative exponent rule b-n=1bn.
146.656⋅11012(6⋅103)3
Raise 10 to the power of 12.
146.656⋅11000000000000(6⋅103)3
146.656⋅11000000000000(6⋅103)3
Combine 46.656 and 11000000000000.
146.6561000000000000(6⋅103)3
Divide 46.656 by 1000000000000.
10(6⋅103)3
The expression contains a division by 0 The expression is undefined.
Undefined
Evaluate (1/((3.6*10^-4)^3))/(1/((6*10^3)^3))

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