Download LT 17 Practice Set #1 Simplify to a single log expression on each

LT 17 Practice Set #1
Simplify to a single log expression on each side of the equation when possible. Then solve using
either the “log = log” or “log = number” method, whichever is appropriate for the problem.
1. log 3 7  log 3 x  log 3 14
2. log y  log 2  log12
3. log 5 x  3log 5 7
4. log 4 ( x  3)  log 4 ( x  3)  2
5. log 2 ( y  2)  log 2 (3 y  2)
4 | P a g e LT 17 Practice Set #2
Simplify to a single log expression on each side of the equation when possible. Then solve using
either the “log=log” or “log=number” method, whichever is appropriate for the problem.
1. log3 3  log3 ( x  2)  log3 24
2. log( y  3)  log 2  log8
3. log5 ( x  5)  3log5 5
4. log 2 2  log 2 ( x  2)  3
5. log 2 ( x  2)  log 2 ( x  3)
6 | P a g e