t=(5e-1)(7-e)-6e^2

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Solution for t=(5e-1)(7-e)-6e^2 equation: 


Simplifying
t = (5e + -1)(7 + -1e) + -6e2

Reorder the terms:
t = (-1 + 5e)(7 + -1e) + -6e2

Multiply (-1 + 5e) * (7 + -1e)
t = (-1(7 + -1e) + 5e * (7 + -1e)) + -6e2
t = ((7 * -1 + -1e * -1) + 5e * (7 + -1e)) + -6e2
t = ((-7 + 1e) + 5e * (7 + -1e)) + -6e2
t = (-7 + 1e + (7 * 5e + -1e * 5e)) + -6e2
t = (-7 + 1e + (35e + -5e2)) + -6e2

Combine like terms: 1e + 35e = 36e
t = (-7 + 36e + -5e2) + -6e2

Combine like terms: -5e2 + -6e2 = -11e2
t = -7 + 36e + -11e2

Solving
t = -7 + 36e + -11e2

Solving for variable 't'.

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

Simplifying
t = -7 + 36e + -11e2

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