SA=2[35h+60(35)+60(60h)]

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Solution for SA=2[35h+60(35)+60(60h)] equation:


Simplifying
SA = 2[35h + 60(35) + 60(60h)]

Multiply 60 * 35
AS = 2[35h + 2100 + 60(60h)]

Remove parenthesis around (60h)
AS = 2[35h + 2100 + 60 * 60h]

Multiply 60 * 60
AS = 2[35h + 2100 + 3600h]

Reorder the terms:
AS = 2[2100 + 35h + 3600h]

Combine like terms: 35h + 3600h = 3635h
AS = 2[2100 + 3635h]
AS = [2100 * 2 + 3635h * 2]
AS = [4200 + 7270h]

Solving
AS = 4200 + 7270h

Solving for variable 'A'.

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

Divide each side by 'S'.
A = 4200S-1 + 7270hS-1

Simplifying
A = 4200S-1 + 7270hS-1

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