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- 1. Multiple ChoiceWrite the following equation in exponential form:
log232 = 525 = 32232 = 552 = 32322 = 5 - 2. Multiple ChoiceWrite logb(xy) as two logslogbx+logbylogbx-logbylogbx*logbylogbx/logby
- 3. Multiple Choice
Condense: log26+log23=
log218
log22 = 1
log23
log29
- 4. Multiple Choice
ExpandABCD - 5. Multiple ChoiceABCD
- 6. Multiple ChoiceCondenselogxyz3log(xy/z3)logx+logy+logz3logx3y3z3
- 7. Multiple ChoiceExpandlog8x+log8y+log8z5log8x+5log8y+5log8zlog8xy+5log8zlog8x+log8y+5log8z
- 8. Multiple ChoiceWrite logb(x/y) as two logslogbx-logbylogbx+logbylogbx*logbylogbx/logby
- 9. Multiple ChoiceEvaluate logb(b)-101b
- 10. Multiple ChoiceRewrite logb(xn)nlogbx(logbx)nxnlogbxlogb(xn)
- 11. Multiple ChoiceExpand.1/3 log x + log y + log z1/3 log x + 1/3 log y + 1/3 log z1/3 log x - 1/3 log y - 1/3 log z3 log x + 3 log y + 3 log z
- 12. Multiple ChoiceWrite as a single log: log 12 + 2 log xlog (12 + 2x)log (14x)log (12 * 2x)log (12x2)
- 13. Multiple ChoiceWrite logb(xy) as two logslogbx+logbylogbx-logbylogbx*logbylogbx/logby
- 14. Multiple ChoiceExpandABCD
- 15. Multiple Choice
Expand log3(9x2)
3+2log3x
log39+2log3x
2+2log3x
log9+2logx
- 16. Multiple ChoiceLog with a base "e" (loge) is the same thing as..."e"Natural Logarithm (LN)Common Logarithm (Log)Natural Log, base "e"
LNe - 17. Multiple ChoiceRewrite 34 = 81 in logarithmic form.log34 = 81log813 = 4log381 = 4log481 = 3
- 18. Multiple ChoiceSimplify 8log8x01x8
- 19. Multiple ChoiceSimplify eln(x)01x8
- 20. Multiple ChoiceSimplify 7log7(2x)02x21
- 21. Multiple ChoiceCondenseABCD
- 22. Multiple ChoiceCondenseABCD
- 23. Multiple ChoiceExpandABCD
- 24. Multiple ChoiceCondenselog8(x6)/log8(y3)log8(x6/y3)log8(x/y3)log8(x6y3)
- 25. Multiple ChoiceWrite the following equation in exponential form:
log232 = 525 = 32232 = 552 = 32322 = 5 - 26. Multiple ChoiceRewrite 34 = 81 in logarithmic form.log34 = 81log813 = 4log381 = 4log481 = 3
- 27. Multiple ChoiceEvaluate logb(1)01-1b
- 28. Multiple ChoiceRewrite logb(a) with base a1/(logab)-logba1/(logba)-logab
- 29. Multiple Choicelogbx=y iff _______by=xlogby=xbx=ylogxb=y
- 30. Multiple ChoiceWrite the expression as a single logarithm. Then simplify if possible.
log53 + log56 + log59log569log556log5162log598 - 31. Multiple ChoiceWrite as a single log: log 12 + 2 log xlog (12 + 2x)log (14x)log (12 * 2x)log (12x2)
- 32. Multiple ChoiceUse a property of logs to write this in another way.
x log7 ylog yxlog7 yxlog7 xylog7 yx - 33. Multiple ChoiceWrite logb(xy) as two logslogbx+logbylogbx-logbylogbx*logbylogbx/logby
- 34. Multiple ChoiceSimplify log443x3x3443x
- 35. Multiple ChoiceExpand log6(5x3/y).log65x3-log6ylog65+log6x3-log6ylog65+3log6x-log6y
- 36. Multiple Choice6log8(xyz)log8(x) - log8(y) - 6log8(z)log8(x) + log8(y) - log8(z)log8(x) + log8(y) + 6log8(z)
- 37. Multiple ChoiceWrite as a single log: log 12 + 2 log xlog (12 + 2x)log (14x)log (12 * 2x)log (12x2)
- 38. Multiple ChoiceCondenseABCD
- 39. Multiple Choicelog (a5 + b25)log (a5 − b25)log (ab25)log (a5/b25)
- 40. Multiple ChoiceCondenselogxyz3log(xy/z3)logx+logy+logz3logx3y3z3
- 41. Multiple Choicelog(x) + log(z) + 4log(y)3log(x) − log(z) − 4log(y)3log(x) + log(z) + 4log(y)log(x) − 4log(z) − 3log(y)
- 42. Multiple ChoiceExpand6log8v-2log8u6log8u-2log8v3log8u-2log8v6log8u+2log8v
- 43. Multiple Choicelog(x) + log(z) + 4log(y)3log(x) − log(z) − 4log(y)3log(x) + log(z) + 4log(y)log(x) − 4log(z) − 3log(y)
- 44. Multiple ChoiceWrite as one logarithm. Simplify, if possible.
log39 + log327-1541 - 45. Multiple ChoiceWrite as one logarithm. Simplify, if possible.
log63 + log620log65log611 - 46. Multiple ChoiceWrite as one logarithm. Simplify, if possible.
log5125 - log525105-1 - 47. Multiple ChoiceEvaluate.
3 log243624 - 48. Multiple Choicelog(10R)101R10R
- 49. Multiple ChoiceEvaluate.
log6(1/216)31/3-1/3-3 - 50. Multiple ChoiceCondense, then simplify if possible.
log 6 - log 3 + 2 log 7log 98log 78log 56log 45 - 51. Multiple ChoiceUse the change of base formula and your calculator to approximate the log.ABCD
- 52. Multiple ChoiceLogarithms are the inverse of ___________.TreesQuadraticsSquareExponential
- 53. Multiple Choice12 log u + 3 log vlog(v3u12)log(vuw4)log(u3/v12)
- 54. Multiple Choice24 log43-6log48log4(34/8)log4(86*324)log4(324/86)
- 55. Multiple Choice10 log65+2log612log6(1210*52)log6(52/1210)log6(122*510)log6(55/122)
- 56. Multiple Choice2 log x-6 log ylog(y2x6)log(x3/y2)log(x2/y6)
- 57. Multiple Choice01-33
- 58. Multiple ChoiceRewrite the equation in exponential form:
logvn = ava = nna = vvn = aan = v - 59. Multiple Choice
Write the inverse:
A
B
C
D
- 60. Multiple Choice
Write the inverse:
A
B
C
D
- 61. Multiple Choice
Write the inverse:
A
B
C
D
- 62. Multiple Choice
Write the inverse:
A
B
C
D
- 63. Multiple Choice
Write the inverse:
A
B
C
D
- 64. Multiple Choice
Write the inverse:
A
B
C
D
- 65. Multiple ChoiceChange to Exponential Form:
log636 = 226=3662=36362=6366=2 - 66. Multiple ChoiceExpand.
Log5 x3/ y2ABCD - 67. Multiple ChoiceCondense.
6 log6 x + 2 log6 yABCD - 68. Multiple ChoiceThe common logarithm has what base?100e-e
- 69. Multiple Choice
Evaluate the following logarithm:
log55
1
0
-1
1/2
- 70. Multiple ChoiceWrite in exponential form.
log2(1/8) = -32-3 = 1/821/8 = -3-32 = 1/8-31/8 = 2 - 71. Multiple ChoiceWrite in logarithmic form.
52 = 25log52 = 25log225 = 5log255 = 2log525 = 2 - 72. Multiple ChoiceWrite in exponential form.
log232 = 52-5 = 32232 = 525 = 32325 = 2 - 73. Multiple ChoiceEvaluate:
log416241/2-2 - 74. Multiple ChoiceEvaluate log41104undefined
- 75. Multiple ChoiceExpand the logarithm
log10 7x(log10 7)(log10 x)log10 7 + log10 x7log10 xxlog10 7 - 76. Multiple ChoiceSolve.ABCD
- 77. Multiple ChoiceWrite
log x - (1/3)log y - (1/2)log z2
as a single logarithmlog (x / y3z4)log (x / y3z)log (x / (∛y)z))No Correct Answer - 78. Multiple ChoiceExpand log x √(y)log x + 1/2 log y1/2 log x + 1/2 log ylog x - 1/2 log ylog x + 2 log y
- 79. Multiple ChoiceABCD
- 80. Multiple ChoiceABCD
- Answer choicesTagsAnswer choicesTags