SOLUTION: 4m to the negative 6th power times 4m to the 9th power times 4m to the 7th power over 4m to the 2nd power - 5n to the negative 3rd power
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-> SOLUTION: 4m to the negative 6th power times 4m to the 9th power times 4m to the 7th power over 4m to the 2nd power - 5n to the negative 3rd power
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Question 999796: 4m to the negative 6th power times 4m to the 9th power times 4m to the 7th power over 4m to the 2nd power - 5n to the negative 3rd power Answer by Boreal(15235) (Show Source):
You can put this solution on YOUR website! 4m^-6*4m^9*4m^7/(4m^2-5n^-3)=
64m^10/(4m^2-5n^-3)
can multiply top and bottom by (4m^2+5n^3)/(4m^2+5n^3). The conjugate removes the negative exponent.
256m^12+320m^10n^3/(16m^4-25).
One may factor a 64 out of the numerator, but this can't be simplified. The denominator can factor into (4m^2+5)(4m^2-5), but those can't cancel anything in the numerator.
