R(x)=68x+ln(4x^3+18)

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Solution for R(x)=68x+ln(4x^3+18) equation: 


Simplifying
R(x) = 68x + ln(4x3 + 18)

Multiply R * x
xR = 68x + ln(4x3 + 18)

Reorder the terms:
xR = 68x + ln(18 + 4x3)
xR = 68x + (18 * ln + 4x3 * ln)
xR = 68x + (18ln + 4lnx3)

Reorder the terms:
xR = 18ln + 4lnx3 + 68x

Solving
xR = 18ln + 4lnx3 + 68x

Solving for variable 'x'.

Reorder the terms:
-18ln + -4lnx3 + -68x + xR = 18ln + 4lnx3 + 68x + -18ln + -4lnx3 + -68x

Reorder the terms:
-18ln + -4lnx3 + -68x + xR = 18ln + -18ln + 4lnx3 + -4lnx3 + 68x + -68x

Combine like terms: 18ln + -18ln = 0
-18ln + -4lnx3 + -68x + xR = 0 + 4lnx3 + -4lnx3 + 68x + -68x
-18ln + -4lnx3 + -68x + xR = 4lnx3 + -4lnx3 + 68x + -68x

Combine like terms: 4lnx3 + -4lnx3 = 0
-18ln + -4lnx3 + -68x + xR = 0 + 68x + -68x
-18ln + -4lnx3 + -68x + xR = 68x + -68x

Combine like terms: 68x + -68x = 0
-18ln + -4lnx3 + -68x + xR = 0

The solution to this equation could not be determined.

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