Complete the following:
log2 xy = log2 x + _?_
log2 y
Evaluate using the change of base formula.
Round to the nearest thousandth.
log37
1.771
Expand:
log (7/32)
log 7 - log 32
State the asymptote for:
y = log (x - 7) + 3
x = 7
Use log properties to evaluate:
log3 45 - log3 5
2
Complete the following:
log7 (28/3) = _?_ - log7 3
log7 28
Evaluate using the change of base formula.
Round to the nearest thousandth.
log8 2
.333
Condense:
log4 x + 3log4 y
log4 xy3
State the asymptote for:
y = log (x) - 4
x = 0
Use log properties to evaluate:
log2 4 + log2 8
5
Complete the following:
2log x + 3log y = _?_
log x2y3
Evaluate using the change of base formula.
Round to the nearest thousandth.
log6 1/2
-.387
Expand:
log5 7x2y-3
log5 7 + 2log5 x - 3log5 y
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
Use log properties to evaluate:
log6 9 + log6 8 - log6 2
2
Complete the following:
log6 x + log6 y - log6 z = ?
log6 (xy/z)
Evaluate using the change of base formula.
Round to the nearest thousandth.
log1/2 42
-5.392
Condense:
log 4 - 2log x + 1/2log y
log 4y1/2/x2
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
Use log properties to evaluate:
3log9 3 - log9 9
1/2