Problem 2: Find the domain of each function below. State your answer using interval notation. f(x) = logs(2x - 7) h(t) 2 In(t -8) а. b. g(x) log9(3- x)+2 с. Problem 3: Practice converting between exponential and log form by filling in the chart below. Logarithmic form Exponential form ex+1 a. 0.5 h logs (x +3) b. a*-1 = b с. In(x) 2w d. log(x + 1) r е. Problem 4: Convert the following to exponential form and then solve for x. b. log2(4x + 1) = 3 log3 (x - 7) 2 a.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 7DE
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Problem 2: Find the domain of each function below. State your answer using interval notation.
f(x) = logs(2x - 7)
h(t) 2 In(t -8)
а.
b. g(x) log9(3- x)+2
с.
Problem 3: Practice converting between exponential and log form by filling in the chart below.
Logarithmic form
Exponential form
ex+1
a.
0.5
h
logs (x +3)
b.
a*-1 = b
с.
In(x) 2w
d.
log(x + 1) r
е.
Problem 4: Convert the following to exponential form and then solve for x.
b. log2(4x + 1) = 3
log3 (x - 7) 2
a.
Transcribed Image Text:Problem 2: Find the domain of each function below. State your answer using interval notation. f(x) = logs(2x - 7) h(t) 2 In(t -8) а. b. g(x) log9(3- x)+2 с. Problem 3: Practice converting between exponential and log form by filling in the chart below. Logarithmic form Exponential form ex+1 a. 0.5 h logs (x +3) b. a*-1 = b с. In(x) 2w d. log(x + 1) r е. Problem 4: Convert the following to exponential form and then solve for x. b. log2(4x + 1) = 3 log3 (x - 7) 2 a.
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