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Da'Mari Hardy to you 35m
X
Name:
Do' Man Hard
Hour:
7 Date:
Algebra 2
Belisle
Properties of Logs Homework
Directions: Complete each rule.
PRODUCT RULE
QUOTIENT RULE
POWER RULE
log . (m . n ) =
log, m" =
logs / m ) + logb (n)| logo (m ) - logo(n) (no logbm)
Directions: Condense each expression into a single logarithm. Simplify if possible.
1. Jog, 9+1097 4
2. log2 80 -log2 5
1097 ( 9.4)
log 2 5 )
Togz(lle )
3. .log, 81
4. 3.log4 8-5-log4 2
log3 (812 )
1094/8) - loch (25)
1094 10) - 1094 (32 )
Togg ( 9J )
1094 (#2 Tog4 10.25 ) = 10g4 64
/7. logs x+3-logs v#
6. 10g3 a7 + (1093 a* - 2-10936)
09.5 (x) + log5 Ly 12 )
95 ( x . y '2 )
log = (a. at ) - logs Lb)
09zlat 8 ) - log ? ( 63 )
95 / xx 84)
1 0gz( able)
94 x - 1094 x2 +4.1094 x3
8. =(log, 45-log 5) + log6 12
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