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3x^2y^5 / 9x^7y

 

The "/" is supposed to be a line for a fraction

 Jan 5, 2017

Best Answer 

 #2
avatar+33616 
+5

If this is 3*(x^2)*(y^5)/(9*(x^7)*y) then we have (y^(5-1))/(3*(x^(7-2)) → y^4/(3*x^5)

 Jan 5, 2017
 #1
avatar+259 
+5

Edit:

Supposely what you ment was:

3(x^2*(y^5)) / 9x(^7*y)

 

 

So the first think you can simplify is 3/9  to 1/3

 

Now u got both x^something and x^something left.

( x^(2*y^5) ) /( x^ (7y) )

Since they both have the same variable u can take the exponents minus. So u take the first exponent 2*y^5 - 7y

 

So the end answer is (simplified):

 

Sry I dont get how to use this codes, but its supposed to be ^-7y....

\(1/3x^(-7 y + 2 y^5)\)

 Jan 5, 2017
edited by amnesia  Jan 5, 2017
edited by amnesia  Jan 5, 2017
 #3
avatar+259 
0

Cant edit anymore, but here I finally got the code together:

\(\frac{3x^{2y^5}}{9x^{7y}} = \frac{1}{3} * \frac{x^{2y^5}}{x^{7y}} = \frac{1}{3} * x^{2y^5-7y}\)

amnesia  Jan 5, 2017
 #2
avatar+33616 
+5
Best Answer

If this is 3*(x^2)*(y^5)/(9*(x^7)*y) then we have (y^(5-1))/(3*(x^(7-2)) → y^4/(3*x^5)

Alan Jan 5, 2017

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