75(h+50)=55(h+120)

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Solution for 75(h+50)=55(h+120) equation:


Simplifying
75(h + 50) = 55(h + 120)

Reorder the terms:
75(50 + h) = 55(h + 120)
(50 * 75 + h * 75) = 55(h + 120)
(3750 + 75h) = 55(h + 120)

Reorder the terms:
3750 + 75h = 55(120 + h)
3750 + 75h = (120 * 55 + h * 55)
3750 + 75h = (6600 + 55h)

Solving
3750 + 75h = 6600 + 55h

Solving for variable 'h'.

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

Add '-55h' to each side of the equation.
3750 + 75h + -55h = 6600 + 55h + -55h

Combine like terms: 75h + -55h = 20h
3750 + 20h = 6600 + 55h + -55h

Combine like terms: 55h + -55h = 0
3750 + 20h = 6600 + 0
3750 + 20h = 6600

Add '-3750' to each side of the equation.
3750 + -3750 + 20h = 6600 + -3750

Combine like terms: 3750 + -3750 = 0
0 + 20h = 6600 + -3750
20h = 6600 + -3750

Combine like terms: 6600 + -3750 = 2850
20h = 2850

Divide each side by '20'.
h = 142.5

Simplifying
h = 142.5

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