56(573-a)=10(475-a)

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Solution for 56(573-a)=10(475-a) equation:


Simplifying
56(573 + -1a) = 10(475 + -1a)
(573 * 56 + -1a * 56) = 10(475 + -1a)
(32088 + -56a) = 10(475 + -1a)
32088 + -56a = (475 * 10 + -1a * 10)
32088 + -56a = (4750 + -10a)

Solving
32088 + -56a = 4750 + -10a

Solving for variable 'a'.

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

Add '10a' to each side of the equation.
32088 + -56a + 10a = 4750 + -10a + 10a

Combine like terms: -56a + 10a = -46a
32088 + -46a = 4750 + -10a + 10a

Combine like terms: -10a + 10a = 0
32088 + -46a = 4750 + 0
32088 + -46a = 4750

Add '-32088' to each side of the equation.
32088 + -32088 + -46a = 4750 + -32088

Combine like terms: 32088 + -32088 = 0
0 + -46a = 4750 + -32088
-46a = 4750 + -32088

Combine like terms: 4750 + -32088 = -27338
-46a = -27338

Divide each side by '-46'.
a = 594.3043478

Simplifying
a = 594.3043478

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