Logarithmic Function Graphs
Exponential Function Graphs
Converting Forms
Expanding and Condensing Log Functions
Mixed
100

What is the range of the function y=log(2x-4)+6

All real numbers

100

Is y=-2*(5/3)x-5+6 a growth or decay function?

Growth

100

Write the equation y=e^2 in logarithmic form.

lny=2

100

Condense the function log(x)+log(y)-log(z)-log(m).

log((xy)/(zm))

100

How would you write a function with log base e?

ln

200

Where is the asymptote of the function y=log(x-1)+4

x=1

200

What is the asymptote of the equation y=2^(-x)+2?

y=2

200

Rewrite e^x=y as an logarithmic function.

lny=x

200

Expand the function log(xyz^5)

logx+logy+5logz

200

Given log2=0.356 and log3=0.477, what is the value of log(1)

0

300

What is the domain of the function y=log(4-2x)?

(-inf,2)

300

What is the range of the function y=-2^(x-2)+6?

(-inf,6)

300

Rewrite log(x)=(y-3) as an exponential function.

10^(y-3)=x

300

Expand or Condense the function ln((x)^4/y)^4

16lnx-4lny

300

What is the asymptote of the parent function of 5^(x-6)+4=y

y=0

400

Does the graph of f(x)=log(base3)x contains the point (3,27)?

Must show work!

True

400

Does the graph of f(x)=6*2^(x-5)+3 contains the point (5,9)?

Must show work!

Yes

400

Rewrite the equation e^(x+2)=(y+6) into the other form.

ln(y+6)=x+2

400

Given log2=0.356 and log3=0.477, what is the value of log(1/4)

-0.712

400

What is the domain of y=3log(-x-6)+17

(-inf,-6)

500

Provided the parent function point (1,0) and the equation y=2ln(x-6)+5, where would the original point move to?

(7,5)

500

Provided the parent function point (0,1) and the equation y=3*2^(1/2(x-1))+4, where would the original point move to?

(1,7)

500

Write the equation of e^(x-1)=45 in logarithmic form.

ln45=x-1

500

Given log2=0.356 and log3=0.477, what is the value of log(36)

1.67

500

Given log2=0.356 and log3=0.477, what is the value of log(13.5)

1.075