What is the answer to 3.28=11.6*ln(c) ?

The answer to 3.28=11.6*ln(c) is c=e^{41/145}

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3.28=11.6*ln(c)

3.28 = 11.6 \cdot ln (c)

c = e^{\frac{41}{145}}

Solution steps

3.28 = 11.6 ln (c)

Switch sides

11.6 ln (c) = 3.28

Multiply both sides by

100

1160 ln (c) = 328

Divide both sides by

1160

ln (c) = \frac{41}{145}

Apply log rules

c = e^{\frac{41}{145}}

Verify Solutions:

c = e^{\frac{41}{145}}

True

The solution is

c = e^{\frac{41}{145}}

10 lo g_{7} (x - 3) = 66

ln (x^{3}) = 7

lo g_{c} (c^{6}) = 6

3 lo g_{3} (x) = 5

ln (x^{2} + x) = 5

What is the answer to 3.28=11.6*ln(c) ?
The answer to 3.28=11.6*ln(c) is c=e^{41/145}
Solve for c: 3.28=11.6*ln(c)
The solution is c=e^{41/145}