[(324*6+345*5)*2]+1237=43*a+135

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Solution for [(324*6+345*5)*2]+1237=43*a+135 equation:


Simplifying
[(324 * 6 + 345 * 5) * 2] + 1237 = 43a + 135

Multiply 324 * 6
[(1944 + 345 * 5) * 2] + 1237 = 43a + 135

Multiply 345 * 5
[(1944 + 1725) * 2] + 1237 = 43a + 135

Combine like terms: 1944 + 1725 = 3669
[(3669) * 2] + 1237 = 43a + 135

Multiply 3669 * 2
[7338] + 1237 = 43a + 135
7338 + 1237 = 43a + 135

Combine like terms: 7338 + 1237 = 8575
8575 = 43a + 135

Reorder the terms:
8575 = 135 + 43a

Solving
8575 = 135 + 43a

Solving for variable 'a'.

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

Add '-43a' to each side of the equation.
8575 + -43a = 135 + 43a + -43a

Combine like terms: 43a + -43a = 0
8575 + -43a = 135 + 0
8575 + -43a = 135

Add '-8575' to each side of the equation.
8575 + -8575 + -43a = 135 + -8575

Combine like terms: 8575 + -8575 = 0
0 + -43a = 135 + -8575
-43a = 135 + -8575

Combine like terms: 135 + -8575 = -8440
-43a = -8440

Divide each side by '-43'.
a = 196.2790698

Simplifying
a = 196.2790698

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