precalc. 2. simplify 3. simplify 4. simplify

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DEAL OR NO DEAL REVIEW 5.1-5.4 Precalc

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Page 1: Precalc. 2. Simplify 3. Simplify 4. Simplify

DEAL OR NO DEAL REVIEW 5.1-5.4Precalc

Page 2: Precalc. 2. Simplify 3. Simplify 4. Simplify

1.Simplify

Page 3: Precalc. 2. Simplify 3. Simplify 4. Simplify

2.Simplify

6 π‘₯βˆ’ 2+9 π‘₯2

3 xβˆ’2

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3.Simplify

2 xβˆ’3 (x5βˆ’2 x3 )❑

Page 5: Precalc. 2. Simplify 3. Simplify 4. Simplify

4.Simplify

(𝟐 π’™βˆ’πŸ‘ )βˆ’πŸ’

Page 6: Precalc. 2. Simplify 3. Simplify 4. Simplify

5.Solve

πŸ—π’™βˆ’πŸ=πŸ‘βˆšπŸπŸ•

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6.Simplify

3βˆšπŸπŸ•π’™βˆ’πŸ”π’šπŸ

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7.Simplify

(𝒙𝒏 )πŸ‘

𝒙𝒏 βˆ™ 𝒙𝒏

Page 9: Precalc. 2. Simplify 3. Simplify 4. Simplify

8.Simplify

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9.Determine whether the following is an example of a) Exponential Growth, b)

Exponential Decay, c) Neither, or d) Both:

π’š=πŸ“(πŸ–πŸ• )𝒙

Page 11: Precalc. 2. Simplify 3. Simplify 4. Simplify

10.Determine whether the following is an example of a) Exponential Growth, b)

Exponential Decay, c) Neither, or d) Both:

π’š=(𝟎 .πŸ•πŸ• )𝒙

Page 12: Precalc. 2. Simplify 3. Simplify 4. Simplify

11.Determine whether the following is an example of a) Exponential Growth, b)

Exponential Decay, c) Neither, or d) Both:

π’š=πŸ“ π’™πŸ

Page 13: Precalc. 2. Simplify 3. Simplify 4. Simplify

12.You just deposited $5,000 into an

account that pays 2% interest. What is the balance in the account after 3

years if interest is compounded: Continuously

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13.

You just deposited $5,000 into an account that pays 2% interest.

What is the balance in the account after 3 years if interest is

compounded: Monthly

Page 15: Precalc. 2. Simplify 3. Simplify 4. Simplify

14.You just deposited $5,000 into an

account that pays 2% interest. What is the balance in the account after 3

years if interest is compounded: Daily

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Page 18: Precalc. 2. Simplify 3. Simplify 4. Simplify

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18.Suppose a strain of bacteria grows at

a rate of 20% per day. How long will it take the bacteria to double?

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19.A radioactive isotope decays at

a rate of 1.5% over 3 years. How long will it take for the isotope to reach its half-life?

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