Respuesta :
find ones
example
6/2=(3/1)(2/2)=3
try to factor out 5xy
25xy^4=(5xy)(5y^3)
60xy^3=(5xy)(12y^2)
25xy^4+60xy^3=(5xy)(5y^3+12y^2)
[tex] \frac{25xy^4+60xy^3}{5xy} [/tex]=
([tex] \frac{5y^3+12y^2}{1} [/tex])([tex] \frac{5xy}{5xy} [/tex])=
5y^3+12y^2
example
6/2=(3/1)(2/2)=3
try to factor out 5xy
25xy^4=(5xy)(5y^3)
60xy^3=(5xy)(12y^2)
25xy^4+60xy^3=(5xy)(5y^3+12y^2)
[tex] \frac{25xy^4+60xy^3}{5xy} [/tex]=
([tex] \frac{5y^3+12y^2}{1} [/tex])([tex] \frac{5xy}{5xy} [/tex])=
5y^3+12y^2
We may divide the first term, 25xy^4 first by the divisor, 5xy. For variables the quotient is obtained by subtracting their exponents. For the first term, the answer is 5y³. For the second term, 60xy^3 divided by 5xy, the answer is 12y². Thus, the answer is 5y³ + 12y².