Applications (7E)
Evaluate (7B)
Rewrite (7A)
Exponent Solving (7D)
Properties/Solving
(7C & D)
Transformations (7A)
100

This is the number of rabbits in 4 years if there are currently 12 and their population grows by 85% every year. 

What is 141?      12(1.85)4=141

100

Evaluate: log525

What is 2?

100

Change 32 = 9 to logarithmic form.

What is log39 = 2?

100

3x=81

x=4

100

log(x)-log(y)

What is

log(x/y)?

100

y=-(3)^x+2


What is reflection and up 2

200

This is the value of your car if it was purchased 5 years ago for $28,000 but depreciates 18% each year.

What is $10,380.72?   28,000(.82)5

200

Evaluate: log5(1/25)

What is -2?

200

Change log464=3 to exponential form.

What is 43=64?

200

53x=1252

x=2

200

log(x)+log(y)+log(z)

What is log(xyz)?

200

f(x) = e^(x-1)+6

What is 1 to the right and up 6

300

This is the number of years it would take a $2000 investment to triple if the growth rate is 15%.

What is 7.86 years?   2,000(1.15)t=6,000

300

Evaluate: log164

What is 1/2?

300

Change b4=7 to logarithmic form.

What is logb7=4?

300

27x=9x-2

x=-4

300

Solve ln(2)+ln(x)-ln(3) = ln 12

What is x = 18?

300

y=3log(x+5)

What is vertical stretch of 3 and shift left 5

400

This is the amount of money in an account after 5 years if $2000 is  compounded continuously at 6.2%

 What is $2726.85 

A=2000e^(0.062*5)

400

Evaluate: log1/21/8

What is 3?

400

Change ln(x)=2 to exponential form.

What is e2=x?

400


e^(2x-3)=e^(-x+6)

What is x=9

400

Solve log2x + log24 = 3

What is x = 2

400

f(x)=-2logx - 3

What is reflection, vertical stretch of 2, shift 3 down

500

This is the amount of time it would take for a $5000 investment to double if compounded continuously at 4% interest. 

What is 17 years ?   

 

10000 =5000e^(.04*t)

500

Evaluate: log361/6

What is -1/2?

500

 sqrtx=9

Change to logarithmic form.

What is logx9=1/2

500

1/36=6x+2

x=-4

500

Solve 3x+3 = 45

What is 0.465?

500

y=-2*(1/2)^(x+5)+ 1

What is reflection, vertical stretch of 2, shift left 5 and 1 up