1647=4(E+F)+F*3+F+E

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Solution for 1647=4(E+F)+F*3+F+E equation:


Simplifying
1647 = 4(E + F) + F * 3 + F + E
1647 = (E * 4 + F * 4) + F * 3 + F + E
1647 = (4E + 4F) + F * 3 + F + E

Reorder the terms for easier multiplication:
1647 = 4E + 4F + 3F + F + E

Reorder the terms:
1647 = 4E + E + 4F + 3F + F

Combine like terms: 4E + E = 5E
1647 = 5E + 4F + 3F + F

Combine like terms: 4F + 3F = 7F
1647 = 5E + 7F + F

Combine like terms: 7F + F = 8F
1647 = 5E + 8F

Solving
1647 = 5E + 8F

Solving for variable 'E'.

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

Add '-5E' to each side of the equation.
1647 + -5E = 5E + -5E + 8F

Combine like terms: 5E + -5E = 0
1647 + -5E = 0 + 8F
1647 + -5E = 8F

Add '-1647' to each side of the equation.
1647 + -1647 + -5E = -1647 + 8F

Combine like terms: 1647 + -1647 = 0
0 + -5E = -1647 + 8F
-5E = -1647 + 8F

Divide each side by '-5'.
E = 329.4 + -1.6F

Simplifying
E = 329.4 + -1.6F

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