749=7(j-781)

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Solution for 749=7(j-781) equation:


Simplifying
749 = 7(j + -781)

Reorder the terms:
749 = 7(-781 + j)
749 = (-781 * 7 + j * 7)
749 = (-5467 + 7j)

Solving
749 = -5467 + 7j

Solving for variable 'j'.

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

Add '-7j' to each side of the equation.
749 + -7j = -5467 + 7j + -7j

Combine like terms: 7j + -7j = 0
749 + -7j = -5467 + 0
749 + -7j = -5467

Add '-749' to each side of the equation.
749 + -749 + -7j = -5467 + -749

Combine like terms: 749 + -749 = 0
0 + -7j = -5467 + -749
-7j = -5467 + -749

Combine like terms: -5467 + -749 = -6216
-7j = -6216

Divide each side by '-7'.
j = 888

Simplifying
j = 888

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