(N+15)x(n+15)=576

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Solution for (N+15)x(n+15)=576 equation:


Simplifying
(N + 15) * x(n + 15) = 576

Reorder the terms:
(15 + N) * x(n + 15) = 576

Reorder the terms:
(15 + N) * x(15 + n) = 576

Reorder the terms for easier multiplication:
x(15 + N)(15 + n) = 576

Multiply (15 + N) * (15 + n)
x(15(15 + n) + N(15 + n)) = 576
x((15 * 15 + n * 15) + N(15 + n)) = 576
x((225 + 15n) + N(15 + n)) = 576
x(225 + 15n + (15 * N + n * N)) = 576
x(225 + 15n + (15N + nN)) = 576

Reorder the terms:
x(225 + 15N + 15n + nN) = 576
x(225 + 15N + 15n + nN) = 576
(225 * x + 15N * x + 15n * x + nN * x) = 576

Reorder the terms:
(15nx + nxN + 225x + 15xN) = 576
(15nx + nxN + 225x + 15xN) = 576

Solving
15nx + nxN + 225x + 15xN = 576

Solving for variable 'n'.

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

Add '-225x' to each side of the equation.
15nx + nxN + 225x + -225x + 15xN = 576 + -225x

Combine like terms: 225x + -225x = 0
15nx + nxN + 0 + 15xN = 576 + -225x
15nx + nxN + 15xN = 576 + -225x

Add '-15xN' to each side of the equation.
15nx + nxN + 15xN + -15xN = 576 + -225x + -15xN

Combine like terms: 15xN + -15xN = 0
15nx + nxN + 0 = 576 + -225x + -15xN
15nx + nxN = 576 + -225x + -15xN

Reorder the terms:
-576 + 15nx + nxN + 225x + 15xN = 576 + -225x + -15xN + -576 + 225x + 15xN

Reorder the terms:
-576 + 15nx + nxN + 225x + 15xN = 576 + -576 + -225x + 225x + -15xN + 15xN

Combine like terms: 576 + -576 = 0
-576 + 15nx + nxN + 225x + 15xN = 0 + -225x + 225x + -15xN + 15xN
-576 + 15nx + nxN + 225x + 15xN = -225x + 225x + -15xN + 15xN

Combine like terms: -225x + 225x = 0
-576 + 15nx + nxN + 225x + 15xN = 0 + -15xN + 15xN
-576 + 15nx + nxN + 225x + 15xN = -15xN + 15xN

Combine like terms: -15xN + 15xN = 0
-576 + 15nx + nxN + 225x + 15xN = 0

The solution to this equation could not be determined.

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