Question

How do you solve 13y^2-5yx-8x^2

Answer 1

Step  1  :Simplify 13y2-5yx - 23x2 
1.1    Factoring    13y2 - 5yx - 8x2 Try to factor this multi-variable trinomial using trial and error  Found a factorization  :  (y - x)•(13y + 8x)
Final result : (y - x) • (13y + 8x)

Answer 2

Answer:

(13y+8)(y-x)

Step-by-step explanation:

13 $y^{2}$- 5yx -8$x^{2}$

we can solve above equation by using splitting the middle term

we can factorize it by splitting the middle term

13 $y^{2}$- 5yx -8$x^{2}$

=13 $y^{2}$- 13yx+8yx -8$x^{2}$

=13y(y-x)+8x(y-x)

=(13y+8)(y-x)

There are the two factors because the degree of the polynomial is 2

Hence, the correct answer is (13y+8)(y-x)