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Answered by
2
a^-n=1/a^n
So,125=5^3
5^3*5^7*6^5/3^5*10^5
=5^3*5^7*(3*2)^5/3^5*(5*2)^5
A^m*A^n=A^m+n
A^m/A^n=A^m-n
5^(3+7-5+5)*3^(5-5)*2^(5-5)
=5^10*3^0*2^0
A^0=1
=5^10*1*1
=5^10
Answered by
4
Answer:
...... 3125
Step-by-step explanation:
=>3^-5x10^-5x125/5^-7x6^-5
=>3^-5x10^-5x125/5^-7x6^-5=>5^7x6^5x125/3^5x10^5
=>3^-5x10^-5x125/5^-7x6^-5=>5^7x6^5x125/3^5x10^5=>78125x7776x125/243x100000
=>3^-5x10^-5x125/5^-7x6^-5=>5^7x6^5x125/3^5x10^5=>78125x7776x125/243x100000=>75937500000/243x100000
=>3^-5x10^-5x125/5^-7x6^-5=>5^7x6^5x125/3^5x10^5=>78125x7776x125/243x100000=>75937500000/243x100000=>759375/243
=>3125
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