Solving Exponential and Logarithmic Equations There are lots

Solving Exponential and Logarithmic Equations There are lots of them in Sec. 3. 5 a

But first, a couple of new properties One-to-One Properties For any exponential function • If then For any logarithmic function • If then

For each of the following, find the exact solution algebraically, and check it by substituting into the original equation. e n -O o -t e n O A ! ! ! op r P The check? ? ?

For each of the following, find the exact solution algebraically, and check it by substituting into the original equation. e n -O o -t e n O A ! ! ! op r P The check? ? ?

Whiteboard: For each of the following, find the exact solution algebraically, and check it by substituting into the original equation. The check? ? ?

Whiteboard: For each of the following, find the exact solution algebraically, and check it by substituting into the original equation. The check? ? ?

For each of the following, find the exact solution algebraically, and check it by substituting into the original equation. The check? ? ?

Solve each of the following equations algebraically. Obtain a numerical approximation for your solution and check it by substituting into the original equation. What if we had just converted the original equation into logarithmic form? ? ?

Whiteboard: Solve each of the following equations algebraically. Obtain a numerical approximation for your solution and check it by substituting into the original equation.

Whiteboard: Solve each of the following equations algebraically. Obtain a numerical approximation for your solution and check it by substituting into the original equation.

Whiteboard: Solve each of the following equations algebraically. Obtain a numerical approximation for your solution and check it by substituting into the original equation.