9(s+7)squared-71(s+7)=8

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Solution for 9(s+7)squared-71(s+7)=8 equation: 


Simplifying
9(s + 7) * squared + -71(s + 7) = 8

Reorder the terms:
9(7 + s) * squared + -71(s + 7) = 8

Reorder the terms for easier multiplication:
9adeqrsu(7 + s) + -71(s + 7) = 8
(7 * 9adeqrsu + s * 9adeqrsu) + -71(s + 7) = 8
(63adeqrsu + 9adeqrs2u) + -71(s + 7) = 8

Reorder the terms:
63adeqrsu + 9adeqrs2u + -71(7 + s) = 8
63adeqrsu + 9adeqrs2u + (7 * -71 + s * -71) = 8
63adeqrsu + 9adeqrs2u + (-497 + -71s) = 8

Reorder the terms:
-497 + 63adeqrsu + 9adeqrs2u + -71s = 8

Solving
-497 + 63adeqrsu + 9adeqrs2u + -71s = 8

Solving for variable 'a'.

Move all terms containing a to the left, all other terms to the right.

Add '497' to each side of the equation.
-497 + 63adeqrsu + 9adeqrs2u + 497 + -71s = 8 + 497

Reorder the terms:
-497 + 497 + 63adeqrsu + 9adeqrs2u + -71s = 8 + 497

Combine like terms: -497 + 497 = 0
0 + 63adeqrsu + 9adeqrs2u + -71s = 8 + 497
63adeqrsu + 9adeqrs2u + -71s = 8 + 497

Combine like terms: 8 + 497 = 505
63adeqrsu + 9adeqrs2u + -71s = 505

Add '71s' to each side of the equation.
63adeqrsu + 9adeqrs2u + -71s + 71s = 505 + 71s

Combine like terms: -71s + 71s = 0
63adeqrsu + 9adeqrs2u + 0 = 505 + 71s
63adeqrsu + 9adeqrs2u = 505 + 71s

Reorder the terms:
-505 + 63adeqrsu + 9adeqrs2u + -71s = 505 + 71s + -505 + -71s

Reorder the terms:
-505 + 63adeqrsu + 9adeqrs2u + -71s = 505 + -505 + 71s + -71s

Combine like terms: 505 + -505 = 0
-505 + 63adeqrsu + 9adeqrs2u + -71s = 0 + 71s + -71s
-505 + 63adeqrsu + 9adeqrs2u + -71s = 71s + -71s

Combine like terms: 71s + -71s = 0
-505 + 63adeqrsu + 9adeqrs2u + -71s = 0

The solution to this equation could not be determined.

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