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1. Let log(A) = 5 and log(B) = -25. Find log(A/B) .
-20
30
1/5
-1/5
None of these
2. Express as a single logarithm: 4log6 + 2log9
log(24 + 18)
log(64)log(92)
log(6492)
log(64/92)
None of these
3. The long jump record, in feet, at a particular school can be modeled by f(x) = 19.6 + 2.5ln(x +
1) where x is the number of years since records began to be kept at the school. What is the record
for the long jump 11 years after record started being kept? Round your answer to the nearest
tenth.
25.6 feet
25.4 feet
22.1 feet
25.8 feet
None of these
4. Solve the equation: log (5 + x) - log (x - 2) = log 2
9
-0.5
-9
No
Solution
5. Solve the equation. log(x+7) = 1
3
7
10
0
None of these
6. Solve the equation log4.0(x) = 4.7.
7. Find the exact value of log6(1/36).

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1. Let log(A) = 5 and log(B) = -25. Find log(AB) .-203015-.pdf

  • 1. 1. Let log(A) = 5 and log(B) = -25. Find log(A/B) . -20 30 1/5 -1/5 None of these 2. Express as a single logarithm: 4log6 + 2log9 log(24 + 18) log(64)log(92) log(6492) log(64/92) None of these 3. The long jump record, in feet, at a particular school can be modeled by f(x) = 19.6 + 2.5ln(x + 1) where x is the number of years since records began to be kept at the school. What is the record for the long jump 11 years after record started being kept? Round your answer to the nearest tenth. 25.6 feet 25.4 feet 22.1 feet 25.8 feet None of these 4. Solve the equation: log (5 + x) - log (x - 2) = log 2 9 -0.5 -9 No Solution 5. Solve the equation. log(x+7) = 1 3 7 10 0 None of these 6. Solve the equation log4.0(x) = 4.7.
  • 2. 7. Find the exact value of log6(1/36).