Math, asked by akkag1983, 16 days ago

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Answered by madhvendrapalsingh13
0

625a^10

Step-by-step explanation:

15625a^7/25 =a^3

625a^3

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Answered by Atlas99
3

 \tt \large{ \frac{8 ^{6} \times  {a}^{7} }{25 \times {a}^{3} }} \\

 \tt{ =  \frac{{5}^{6} {a}^{7}}{25^{1} {a}^{3}}} \\

To divide powers of the same base, subtract the denominator's exponent from the numerator's exponent.

 \tt{ = \frac{5^{6} {a}^{7 - 3}}{25^{1} } =\frac{ {5}^{6}a^{4} }{25^{1}} =  \frac{15625a^{4} }{25^{1} } }\\

 \bf{ = 625 {a}^{4} }

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