Apr 20, 2018 · For $(x,y)$, positive integers, let $10xy+14x+15y=166$. Find $x+y$. Suppose $x$ is a solution to $x^2 + 1 = 7x$. What is the sum of $x$ and its reciprocal?

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10xy-15x-2y+3 factor the polynomial. Community Answer. This answer was loved by 1 person. 1. factorize 6x²y-10xy+15x-25 ...

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Then differentiating (4) with respect to y, we have fy(x, y, z) = 10xy + gyly, z) and comparison with (2) gives gyly, z) = 25- Thus gly, z) = 2ye5z + h(z) and we write (4) as f(x, y, z) = + 2ye5z + h(z).

2x + 2y = 10xy .... (iii) 3x + 2y = 13xy .... (iv) Is there an error in this question or solution?

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Jan 15, 2020 · Consider the equation of a pair of straight lines as `lambdax^(2)-10xy+12y^(2)+5x-16y-3=0`. The angles between the lines is `theta` . Then the value o