137 Logarithmic Inequalites

Bell: Think back to last chapter.

1

Graph y=\log_{2}{x}
Make the parent table, and include the asymptote!

What is the domain? what is the range?

Notes L7-4b
Logarithmic Inequalites
Find the Domain.
Solve the related equation.
Combine the two, a number line may help.

1

\log_{3}{x}>4

1

\log_{2}{x}<4

1

\log_{6}{x}>3

1

\log_{7}{2x+8}>\log_{7}{x+5}

1

\log_{5}{(2x+1)}\leq\log_{5}{(x+4)}

Since there isn't a section on Log Inequalites on DeltaMath, please do the following on your own.

1

\log_{6}{x}<-3

1

\log_{3}{x}\geq-4

1

\log_{5}{x}>2

1

\log_{3}{(7x-6)}<\log_{3}{(4x+9)}

0

137 Logarithmic Inequalites

Bell: Think back to last chapter.

Graph y=\log_{2}{x}
Make the parent table, and include the asymptote!

What is the domain? what is the range?

Notes L7-4b

Logarithmic Inequalites

\log_{3}{x}>4

\log_{2}{x}<4

\log_{6}{x}>3

\log_{7}{2x+8}>\log_{7}{x+5}

\log_{5}{(2x+1)}\leq\log_{5}{(x+4)}

\log_{6}{x}<-3

\log_{3}{x}\geq-4

\log_{5}{x}>2

\log_{3}{(7x-6)}<\log_{3}{(4x+9)}

Choose all that are true

Bell: Think back to last chapter.

Graph y=\log_{2}{x}
Make the parent table, and include the asymptote!

What is the domain? what is the range?

Notes L7-4b

Logarithmic Inequalites

\log_{3}{x}>4

\log_{2}{x}<4

\log_{6}{x}>3

\log_{7}{2x+8}>\log_{7}{x+5}

\log_{5}{(2x+1)}\leq\log_{5}{(x+4)}

\log_{6}{x}<-3

\log_{3}{x}\geq-4

\log_{5}{x}>2

\log_{3}{(7x-6)}<\log_{3}{(4x+9)}

Choose all that are true

137 Logarithmic Inequalites

137 Logarithmic Inequalites

Bell: Think back to last chapter.

Graph y=\log_{2}{x}Make the parent table, and include the asymptote!What is the domain? what is the range?

Notes L7-4b

Logarithmic Inequalites

\log_{3}{x}>4

\log_{2}{x}<4

\log_{6}{x}>3

\log_{7}{2x+8}>\log_{7}{x+5}

\log_{5}{(2x+1)}\leq\log_{5}{(x+4)}

\log_{6}{x}<-3

\log_{3}{x}\geq-4

\log_{5}{x}>2

\log_{3}{(7x-6)}<\log_{3}{(4x+9)}

Choose all that are true

Bell: Think back to last chapter.

Graph y=\log_{2}{x}Make the parent table, and include the asymptote!What is the domain? what is the range?

Notes L7-4b

Logarithmic Inequalites

\log_{3}{x}>4

\log_{2}{x}<4

\log_{6}{x}>3

\log_{7}{2x+8}>\log_{7}{x+5}

\log_{5}{(2x+1)}\leq\log_{5}{(x+4)}

\log_{6}{x}<-3

\log_{3}{x}\geq-4

\log_{5}{x}>2

\log_{3}{(7x-6)}<\log_{3}{(4x+9)}

Choose all that are true

Graph y=\log_{2}{x}
Make the parent table, and include the asymptote!

What is the domain? what is the range?

Graph y=\log_{2}{x}
Make the parent table, and include the asymptote!

What is the domain? what is the range?