- Expand or simplify the log to complete the statement.
- Start a new line.
- 1. 2log(a) log(____) = log(a2)
- 2. log(xy) = log(x)+log(y)
- 3. log(x4
y) = 4log(x)+.5log(y)
- 4. log(x+y) = log(x+y)
- 5. log3(1/81) = - 4
- 6. log3(1) = 0
- 7. log3(
3) = 1/2
- 8. log(3x)3 = 3[log(x)+log(3)]
- 9. log(x-3)3 = 3log(x -3)
- 10. log(x2 - 9) = log(x-3) + log(x+3)
- 11. log3(
2)3 = 1.5log3(2)
- 12. log2(1/4)= -2
- 13. log(
a) = log(a)/2
- 14. log3(
81)3 = log3(9)3 = 3(2) = 6
- 15. - ln(1/x) = ln(x)
- 16. 2ln(3) - ln(8)/3 = ln(4.5)
- 17. log(x) - 3log(y) + log(4)/2 = log(x/y3) + log(2)
- 18. 4ln(xy
3/z)= 4ln(x) + 4ln(y) + 2ln(3) - 4ln(z)
- 19. ln(3)+ln(x) = ln(3x)
- 20. log3(
12) = log3(2
3) =log3(2)+ 1/2
- 21. log3(x) + log3(y) + log3(z)
- 22. 3log(x)-log(2)
- 23. log(2x)2 = log(4) + 2log(x)
- 24. log(2+x)2 = 2log(2+x)
- 25. ln(6x3y2 /(z-2)) = ln(6) + ln(x) + 3ln(x) + 2ln(y) - ln(z-2)
- 26. ln(3)-ln(x) = ln(3/x)
- 27. 7ln(x) + 4ln(y) + ln(z) - ln(w)
- 28. log(2/x)2 = 2[log(2) - log(x)]
- 29. log(10y)3 = 3[1 + log(y)]
- 30. log(y) - 3
- 31. ln(5) = ln(5)
- 32. log6(36) = 2
- 33. log(10) = 1
- 34. ln(y2) = 2ln(y)
- 35. ln(eaČ) = a2
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