Solving Equations using Properties of Logarithms Answers

x = −2, y ≈ x = 1, y ≈ x = 2, y ≈

x = −2, y ≈ x = 1, y ≈ x = 2, y ≈

x = −2, y ≈ x = 1, y ≈ x = 2, y ≈

x = 3, y = x = 4, y ≈ x = 6, y ≈

Simplify.ln e =

Simplify.eln x =

Express ln 32 - ln 8 as a single natural logarithm.

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Solve: 2 ln 3 = ln(x - 4)

x =

x = 3, y = x = 4, y ≈ x = 6, y ≈

ln e2x =

e ln 5 =

Express 4 ln 2 - ln 4 as a single natural logarithm.

Question text not available

x = and x =

x = 3, y = x = 4, y ≈ x = 6, y ≈

ln 1 =

e ln 3x =