(6)(A)+(2)(364-A)=1448

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Solution for (6)(A)+(2)(364-A)=1448 equation:


Simplifying
(6)(A) + (2)(364 + -1A) = 1448
6A + (364 * 2 + -1A * 2) = 1448
6A + (728 + -2A) = 1448

Reorder the terms:
728 + 6A + -2A = 1448

Combine like terms: 6A + -2A = 4A
728 + 4A = 1448

Solving
728 + 4A = 1448

Solving for variable 'A'.

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

Add '-728' to each side of the equation.
728 + -728 + 4A = 1448 + -728

Combine like terms: 728 + -728 = 0
0 + 4A = 1448 + -728
4A = 1448 + -728

Combine like terms: 1448 + -728 = 720
4A = 720

Divide each side by '4'.
A = 180

Simplifying
A = 180

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