(t)ln(t)-(22.6)t=(-1.02)

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Solution for (t)ln(t)-(22.6)t=(-1.02) equation: 


Simplifying
(t) * ln(t) + -1(22.6) * t = (-1.02)

Multiply t * ln
lnt * t + -1(22.6) * t = (-1.02)

Multiply lnt * t
lnt2 + -1(22.6) * t = (-1.02)

Multiply -1 * 22.6
lnt2 + -22.6t = (-1.02)
lnt2 + -22.6t = -1.02

Solving
lnt2 + -22.6t = -1.02

Solving for variable 'l'.

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

Add '22.6t' to each side of the equation.
lnt2 + -22.6t + 22.6t = -1.02 + 22.6t

Combine like terms: -22.6t + 22.6t = 0.0
lnt2 + 0.0 = -1.02 + 22.6t
lnt2 = -1.02 + 22.6t

Divide each side by 'nt2'.
l = -1.02n-1t-2 + 22.6n-1t-1

Simplifying
l = -1.02n-1t-2 + 22.6n-1t-1

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