5(140y+175)=140+175(35y+140)

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Solution for 5(140y+175)=140+175(35y+140) equation:


Simplifying
5(140y + 175) = 140 + 175(35y + 140)

Reorder the terms:
5(175 + 140y) = 140 + 175(35y + 140)
(175 * 5 + 140y * 5) = 140 + 175(35y + 140)
(875 + 700y) = 140 + 175(35y + 140)

Reorder the terms:
875 + 700y = 140 + 175(140 + 35y)
875 + 700y = 140 + (140 * 175 + 35y * 175)
875 + 700y = 140 + (24500 + 6125y)

Combine like terms: 140 + 24500 = 24640
875 + 700y = 24640 + 6125y

Solving
875 + 700y = 24640 + 6125y

Solving for variable 'y'.

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

Add '-6125y' to each side of the equation.
875 + 700y + -6125y = 24640 + 6125y + -6125y

Combine like terms: 700y + -6125y = -5425y
875 + -5425y = 24640 + 6125y + -6125y

Combine like terms: 6125y + -6125y = 0
875 + -5425y = 24640 + 0
875 + -5425y = 24640

Add '-875' to each side of the equation.
875 + -875 + -5425y = 24640 + -875

Combine like terms: 875 + -875 = 0
0 + -5425y = 24640 + -875
-5425y = 24640 + -875

Combine like terms: 24640 + -875 = 23765
-5425y = 23765

Divide each side by '-5425'.
y = -4.380645161

Simplifying
y = -4.380645161

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