What is factor r^2+85rs+84s^2 ?

The solution to factor r^2+85rs+84s^2 is (r+s)(r+84s)

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factor r^2+85rs+84s^2

factor

r^{2} + 85 rs + 84 s^{2}

(r + s) (r + 84 s)

Solution steps

r^{2} + 85 rs + 84 s^{2}

Break the expression into groups

= (r^{2} + rs) + (84 rs + 84 s^{2})

Factor out

r

from

r^{2} + rs : r (r + s)

Factor out

84 s

from

84 rs + 84 s^{2} : 84 s (r + s)

= r (r + s) + 84 s (r + s)

Factor out common term

r + s

= (r + s) (r + 84 s)

\frac{2 x - 4}{5} = 4

2 + \frac{1}{6} a = - 4

lo g_{e} (2)

2^{13}

32 x^{6} y^{3}

What is factor r^2+85rs+84s^2 ?
The solution to factor r^2+85rs+84s^2 is (r+s)(r+84s)