z=ln(6x^4+17x^3)+ln(1)-ln(7x^3)

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Solution for z=ln(6x^4+17x^3)+ln(1)-ln(7x^3) equation:


Simplifying
z = ln(6x4 + 17x3) + ln(1) + -1ln(7x3)

Reorder the terms:
z = ln(17x3 + 6x4) + ln(1) + -1ln(7x3)
z = (17x3 * ln + 6x4 * ln) + ln(1) + -1ln(7x3)
z = (17lnx3 + 6lnx4) + ln(1) + -1ln(7x3)

Reorder the terms for easier multiplication:
z = 17lnx3 + 6lnx4 + 1ln + -1ln(7x3)

Remove parenthesis around (7x3)
z = 17lnx3 + 6lnx4 + 1ln + -1ln * 7x3

Reorder the terms for easier multiplication:
z = 17lnx3 + 6lnx4 + 1ln + -1 * 7ln * x3

Multiply -1 * 7
z = 17lnx3 + 6lnx4 + 1ln + -7ln * x3

Multiply ln * x3
z = 17lnx3 + 6lnx4 + 1ln + -7lnx3

Reorder the terms:
z = 1ln + 17lnx3 + -7lnx3 + 6lnx4

Combine like terms: 17lnx3 + -7lnx3 = 10lnx3
z = 1ln + 10lnx3 + 6lnx4

Solving
z = 1ln + 10lnx3 + 6lnx4

Solving for variable 'z'.

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

Simplifying
z = 1ln + 10lnx3 + 6lnx4

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