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Trashketball Review. Chapter 3 Exponents and Logarithms. Trashketball Review of ch 4. 1. 26. 6. 21. 11. 16. 31. 27. 22. 2. 32. 17. 12. 7. 28. 23. 13. 18. 8. 33. 3. 29. 24. 19. 14. 34. 9. 4. 30. 25. 15. 20. 35. 5. 10. 1. Solve. 5 2x = 5 9x + 7. - PowerPoint PPT Presentation
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Trashketball Review
Chapter 3
Exponents and Logarithms
Trashketball Review of ch 4
1
2
34
78
6
5 10
12
11
9
16
15
1413
20
191817
23
22
21
24
2726
25
28
30
29
3231
33
35
34
1Solve.
52x = 59x + 7
x = -1
2Solve.
x = -2, 5
4 42 6 3 4x x
3Solve.
x = 1 6
161
643 2x
4Solve.
27x = 800
x = 1.378
5Solve.
logx 512 = 3
x = 8
6Solve.
log8 (3x - 6) = log8 (9x + 23)
x 296
7Solve.
log7 (x2 - 5) = log7 (59)
x 8
8Solve.
log9(x + 3) = log92x
x = 3
9 Solve. Round to 4 decimal places.
3x = 72
x = 3.8928
10Solve. Round to 4 decimal places.
7x = 23.4
x = 1.6202
11Solve. Round to 4 decimal places.
53x = 37
x = 0.7479
12Write in logarithmic form.
82 = 64
log8 64 = 2
13Write in logarithmic form.
93 = 729
log9 729 = 3
14Solve for x.
log x = -2
10-2 = x0.01 = x
15Solve for x.
x = 1.122
logx 4 = 12
16Write in exponential form.
131
21973
log131
21973
17Write in exponential form.
log11 1331 = 3
113 = 1331
18Solve for x.
x = -1.38
42x = 5x - 1
19Solve for x.
42x - 5 · 4x - 14 = 0
x = 1.404
20Evaluate
log71
2401
-4
21Evaluate
log15 225
2
22Evaluate
log6 1296
4
23Expand
2(log3 27 + log3 x)
= 2log327 + 2log3x
log3 (27x)2
24Expand
logx
9log x – log 9
25Express as single logarithm
logxy
z
3
3
log log logx y z 31
3
26Express as single logarithm
log5 5a
1
225 5log log a
27Evaluate. Round to 4 decimal places.
log11 52
1.6478
28
log5 8.7
1.3441
Evaluate. Round to 4 decimal places.
29
log6 21.7
1.7175
Evaluate. Round to 4 decimal places.
30
log13 28.3
1.3033
Evaluate. Round to 4 decimal places.
31
log(x+3) = 1 – log(x)
X = 2
Solve
32
log(x+45) – log(x+5) = log x
X = 5
Solve
33
12.6 years
If you invest some money at a 5.5% rate compounded continuously, how long will it take to double?
34
$1735.98
You invest $1500 at a 4.9% interest rate compounded quarterly. How much will you have in 3 years?
35
A certain city has a population of 4000 people in 1990 and 4500 people in 2000. Find an exponential function to model this population. Then predict the population in
2015.y = 4000e.0118t
13018 people