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Question 19xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx

Question 19xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx-example-1
User MatRt
by
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1 Answer

6 votes

Answer:

  • 1

Explanation:


\mathrm{\cfrac{3^5*\:10^5*\:25}{5^7*\:6^5}}

Factor:

6^5= 2^5*3^5

10^5= 2^5*5^5

25 = 5^2


\mathrm{\cfrac{3^5*\:2^5*\:5^5*\:5^2}{5^7*\:2^5*\:3^5}}

3^5*2^5*5^5*5^2 = 3^5*2^5*5^7


\mathrm{\cfrac{5^7*\:3^5*\:2^5}{5^7*\:2^5*\:3^5}}

Now, cancel common factor:-


\mathrm{3^5*\:2^5*\:5^7}


\mathrm{1}

-Hope this helps!

User Maulik Vora
by
6.6k points