Question: log2(2^4)= log(10^2)= For an example, review page 13.4 | Logarithmic Functions. Problem Set 2 - Evaluate Logarithms Using Exponential Equations (Fill in the Blank) Fill
- log2(2^4)=
- log(10^2)=
For an example, review page "13.4 | Logarithmic Functions".
Problem Set 2 - Evaluate Logarithms Using Exponential Equations (Fill in the Blank)
Fill in the Blank: Each correct answer earns 1 point.
- First transform the logarithmic equation into an exponential equation.
- Then solve the exponential equation.
- log(1000)=x
10^x=
x =
- log9(243)=x
9x=
x =
For an example, review page "13.5 | Evaluating Logarithms".
Problem Set 3 - Expand Logarithms Using the Product Property (Fill in the Blank)
Fill in the Blank: Each correct answer earns 1 point.
Expand each logarithm using the product property and evaluate logarithms with numerical arguments.
- log3(27x)=
- log(10010x)=
For an example, review page "13.6 | the Product Property of Logarithms".
Problem Set 4 - Expand Logarithms Using the Quotient Property (Fill in the Blank)
Fill in the Blank: Each correct answer earns 1 point.
Expand each logarithm using the quotient property and evaluate logarithms with numerical arguments.
- log5(x/25) =
- log(10x/10) =
For an example, review page "13.7 | The Quotient Property of Logarithms".
Problem Set 5 - Expand Logarithms Using the Power Property (Fill in the Blank)
Fill in the Blank: Each correct answer earns 1 point.
Expand each logarithm using the power property. You may use a calculator or R to evaluate logarithms with a numerical argument if you wish; otherwise, leave the result written as a logarithm.
- log3(x^5) =
- log3(5^x) =
For an example, review page "13.8 | The Power Property of Logarithms".
Problem Set 6 - Evaluate a Log-Linear Model (Fill in the Blank)
Fill in the Blank: Each correct answer earns 1 point. Please use a calculator or R to evaluate the logarithms and powers.
- Evaluate the following log-linear model atxequal to0,.5and1.
- Then find the value ofy.
log(y)=2(.25)x
- Evaluate this model and findyforx = 0.
log(y) =
y =
- Evaluate this model and findyforx = .5.
log(y) =
y =
- Evaluate this model and findyforx = 1.
log(y) =
y =
For an example, review page "13.9 | Log-Linear Models".
Problem Set 7 - Transform a Log-Linear Model into an Exponential Model (Fill in the Blank)
Fill in the Blank : Each correct answer earns 1 point. Please evaluate any powers that may appear in the final result.
Transform the following log-linear models into exponential models.
- log(y)=1+2x
- log(y)=2+x
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