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plz help 15xy^2/x^2+5x+6/5x^2y/2x^2+7x+3?? I'll up load a better picture.
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factor the polinomials (15xy^2/(x+2)(x+3))*((x+3)(2x+1)/5x^2*y)
Remember when you have one fraction on top of another you must "invert and multiply" by the bottom fraction. Your problem is actually asking you to reduce this: \[\huge \frac{15xy^2}{x^2+5x+6}\cdot \frac{2x^2+7x+3}{5x^2y}\] The trick now is to factor the polynomials and go cancel-happy. :)
x+3 cancels make a note x != -3 5 devides 15 , y devides y^2 (3x^(-1)y/(x+2))*(2x+1)
okay than you so it would look like this (15xy^2/(x+2)(x+3))*((x+3)(2x+1)/5x^2*y)
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and then sum of these cross out???????
yes write it as (15xy^2)/(5x^2y) * ((x+3)(2x+1)/(x+3)(x+2))
|dw:1342899184821:dw| like this??????
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