Name_______________________________________ Date__________________ Period____________ A10-Condensing Logs Write each expression as a single logarithm. The answer to each problem can be found in the answer box on the bottom. SHOW ALL STEPS!! 1. log π₯ + 7 log π¦ 2. 6 log π₯ β 3 log π₯ 3. 6 log π₯ β log π₯ 4. log 3 π₯ + log 3 π¦ π₯ π¦2 7. log (π¦) + log ( π₯ ) 1 10. 2 (4 log 3 3 + log 3 π₯) 1 1 5. 2 log 3 π₯ β log 3 π¦ 6. 2 log π₯ + 2 log π¦ 8. 3(2 log 3 π₯ β log 3 π¦) 9. 2(log π₯ + 4 log π₯) 11. (log 3 π₯ + log 3 π¦) β log 3 π§ 12. 4(log 3 π₯ β log 3 π¦) 13. 12 log 3 π₯ β (16 log 3 π¦ + 12 log 3 π§) 14. (8 log π₯ + 12 log π¦) β 2 log π§ Answers: Not all answers will be used, but no answers is repeated. π₯6 π₯ 2π¦2 ) π§2 π₯π¦ π₯4 log ( log 3 ( π§ ) log(π₯ 3 ) log 3 (π¦4 ) log ( π¦4 ) log βπ₯π¦ log(π¦) log 3 (8π₯ 3 ) log 3 (π₯π¦) log 3 (π₯ 2 ) log 3 (9βπ₯) log(π₯ 10 ) log 3 (π¦3 ) π₯ 12 π₯ 8 π¦ 12 ) π§2 log(π₯ 5 ) log( log 3 (π¦16 π§12 ) log 3 βπ₯π¦π§ log(π₯π¦ 7 ) log(π₯π¦π§) log 3 ( π¦ ) π₯ 12 π₯2 log 3 βπ₯π¦
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