5.4 Logarithms Lesson Slides: 3 Slides (11th Grade)

3 Slides • 9 Questions

1

5.4 Logarithms

Eq: What are logarithms and how are they evaluated?

2

Dropdown

The base of

x^4

is

and the exponent is

.

The base of

23^{12}

is

and the exponent is

.

3

Dropdown

The base of

\left(12x\right)^4

is

and the exponent is

.

The base of

13x^{10}

is

and the exponent is

.

4

What's going on here? Think about the pattern.

5

Draw

What's going on here? Type/draw your response.

6

Multiple Choice

Rewrite in exponential form:

log₉x=2

1

9^x=2

2

2^x=9

3

2⁹=x

4

9²=x

7

Multiple Choice

Write 6^x = 8 in log form.

1

log₆ 8 = x

2

log₈ 6 = x

3

log₆ x = 8

4

log₈ x = 6

8

Math Response

Write 5^x =10 in log form

Type answer here

Deg^°

Rad

9

Math Response

Rewrite log₃t = 5 in exponential form.

Type answer here

Deg^°

Rad

10

Math Response

Rewrite log_bc = a in exponential form.

Type answer here

Deg^°

Rad

11

Draw

Create your own example below.

12

log_by = x

The logarithm with a base b of the result (or argument) is equal to the exponent.

ex: log₃81 = 4

Logarithmic Form

b^x= y

The base raised to the exponent is equal to a result.

ex: 3⁴= 81

Exponential Form

Logarithm Rule

5.4 Logarithms

Eq: What are logarithms and how are they evaluated?

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