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1

Complete the following:

log2 xy = log2 x + _?_

log2 y

1

Evaluate using the change of base formula.

Round to the nearest thousandth.

log37

1.771

1

Expand:

 log (7/32)

log 7 - log 32

1

State the asymptote for:   

y = log (x - 7) + 3

x = 7

1

Use log properties to evaluate:

log3 45 - log3 5

2

2

Complete the following:

log7 (28/3) =  _?_  -  log7 3

log7 28

2

Evaluate using the change of base formula.

Round to the nearest thousandth.

log8 2

.333

2

Condense:       

log4 x + 3log4 y

log4 xy3

2

State the asymptote for:

y = log (x) - 4

x = 0

2

Use log properties to evaluate:

log2 4 + log2

5

3

Complete the following:

2log x + 3log y = _?_

log x2y3

3

Evaluate using the change of base formula.

Round to the nearest thousandth.

log6 1/2

-.387

3

Expand:

log5 7x2y-3

log5 7 + 2log5 x - 3log5 y

3

State the transformations for y = log3 (x + 5) - 3

when compared to its parent function y = log3 x

Shift

left 5 units 

and

down 3 units

3

Use log properties to evaluate:

log6 9 + log6 8 - log6 2

2

4

Complete the following:

log6 x + log6 y - logz = ?

log(xy/z)

4

Evaluate using the change of base formula.

Round to the nearest thousandth.

log1/2 42

-5.392

4

Condense:

log 4 - 2log x + 1/2log y

log 4y1/2/x2

4

State the transformations for y = -log4 (x - 5) when

compared to its parent function y = log4 x


Shift

right 5 units 

reflects across the x-axis


4

Use log properties to evaluate:

3log9 3 - log9 9

1/2