4(Z-53)=7(Z-71)

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Solution for 4(Z-53)=7(Z-71) equation:


Simplifying
4(Z + -53) = 7(Z + -71)

Reorder the terms:
4(-53 + Z) = 7(Z + -71)
(-53 * 4 + Z * 4) = 7(Z + -71)
(-212 + 4Z) = 7(Z + -71)

Reorder the terms:
-212 + 4Z = 7(-71 + Z)
-212 + 4Z = (-71 * 7 + Z * 7)
-212 + 4Z = (-497 + 7Z)

Solving
-212 + 4Z = -497 + 7Z

Solving for variable 'Z'.

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

Add '-7Z' to each side of the equation.
-212 + 4Z + -7Z = -497 + 7Z + -7Z

Combine like terms: 4Z + -7Z = -3Z
-212 + -3Z = -497 + 7Z + -7Z

Combine like terms: 7Z + -7Z = 0
-212 + -3Z = -497 + 0
-212 + -3Z = -497

Add '212' to each side of the equation.
-212 + 212 + -3Z = -497 + 212

Combine like terms: -212 + 212 = 0
0 + -3Z = -497 + 212
-3Z = -497 + 212

Combine like terms: -497 + 212 = -285
-3Z = -285

Divide each side by '-3'.
Z = 95

Simplifying
Z = 95

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