Notes 9.1 & 9.2 Exponential and Logarithmic Equations 20 pts agency

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19 questions
Note from the author:
Use the practice problems in your notes to enter the answers.
20 points Agency grade.
Use the practice problems in your notes to enter the answers.
20 points Agency grade.
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Notes 9.1
#1
What is the value of b? Is the following equation growth or decay?


Give answers in the following form:
b=2,growth

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Notes 9.1
#3
What is the value of b? Is the following equation growth or decay?


Give answers in the following form:
b=2,growth

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Notes 9.1
#7
Solve for x using common bases.


Your answer will be a number.

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Notes 9.1
#9
Solve for x using common bases.



Your answer will be a number.

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Notes 9.1
#10
Solve for x using common bases.


Your answer will be a number.

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Notes 9.1
#11
Solve for x using common bases.


Your answer will be a number.

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Notes 9.1 p. 4
#12
What is the value of a? What is the value of b?
Write your answer in the format:
a=6,b=7

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Notes 9.1 p. 4
#12
What is the equation for this situation? Predict the number of residents at the end of 2022.
Write your answer in the format: make sure to include 'x' in your equation.

Hint: use the format above.

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Notes 9.1 p.5
#14 Use the Simple Interest equation to find the ending balance:

$34,100 at 4% for 3 years

Hint: the equation gives you the interest only, you need to add the interest to the principle to find your answer. Use a dollar sign and round to the hundredths place (2 places) since this is money.

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Notes 9.1 p.5
#16 Use the Simple Interest equation to find the ending balance:

$4,000 at 3% for 4 years

Hint: the equation gives you the interest only, you need to add the interest to the principle to find your answer. Use a dollar sign and round to the hundredths place (2 places) since this is money.

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Notes 9.1 p.5
#18 Use the Compound Interest equation to find the ending balance:

$7,300 at 7% compounded semiannually for 3 years.

Hint: check notes p. 6 if you're not sure what semiannually means.
Use a dollar sign and round to the hundredths place (2 places) since this is money.

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Notes 9.1 p.5
#20 Use the Compound Interest equation to find the ending balance:

$18,000 at 9% compounded semiannually for 6 years.

Hint: check notes p. 6 if you're not sure what semiannually means.
Use a dollar sign and round to the hundredths place (2 places) since this is money.

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Notes 9.1 p.5
#22 Use the Continuously compounding Interest equation to find the ending balance:

Aubrey invests $4,000 at 3% interest compounded continuously. How much money will she have in 4 years?

Hint: check notes p. 4 if you're not sure what the equation is.
Use a dollar sign and round to the hundredths place (2 places) since this is money.

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Notes 9.2
#3

Convert to exponential form, use the math keyboard.

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Notes 9.2
#5

Convert to exponential form, use the math keyboard.

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Notes 9.2
#8


Solve the logarithmic equation, give the answer as x=

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Notes 9.2
#12


Solve the logarithmic equation, give the answer as x=

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Notes 9.2
#14


Solve for x using logarithms. Round your answer to the 100ths place.

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Notes 9.2
#18


Solve for x using logarithms. Round your answer to the 100ths place.