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Section 3.4 Solving Exponential and Logarithmic Equations 229<br />
45.<br />
8 3x 360 46.<br />
6 5x 3000 47.<br />
5 t2 0.20 1 5<br />
ln 8 3x ln 360<br />
3x ln 8 ln 360<br />
ln 6 5x ln 3000<br />
5x ln 6 ln 3000<br />
t 2 ln 5 ln 1 5<br />
3x <br />
ln 360<br />
ln 8<br />
5x <br />
ln 3000<br />
ln 6<br />
t ln 5 ln 5<br />
2<br />
x 1 3<br />
ln 360<br />
ln 8<br />
x <br />
ln 3000<br />
5 ln 6 0.894<br />
t<br />
2 1<br />
x 0.944<br />
t 2<br />
48.<br />
4 3t 0.10 49.<br />
52 3x 13 100 50.<br />
68 2x 15 2601<br />
ln 4 3t ln 0.10<br />
52 3x 113<br />
68 2x 2586<br />
3t ln 4 ln 0.10<br />
3t <br />
ln 0.10<br />
ln 4<br />
ln 0.10<br />
t <br />
3 ln 4 0.554<br />
2 3x 113<br />
5<br />
ln 2 3x ln <br />
113<br />
5 <br />
3 x ln1135<br />
ln 2<br />
x 3 ln1135<br />
ln 2<br />
8 2x 431<br />
2 x ln 8 ln 431<br />
2 x <br />
ln 431<br />
ln 8<br />
x 2 <br />
x 4.917<br />
ln 431<br />
ln 8<br />
x 1.498<br />
© Houghton Mifflin Company. All rights reserved.<br />
51.<br />
53.<br />
1 0.10<br />
12 12t 2 52.<br />
12.1<br />
12 12t 2<br />
12t ln <br />
12.1<br />
12 ln 2<br />
t 1 12<br />
t 6.960<br />
ln 2<br />
ln12.112<br />
0.878<br />
16 <br />
26 3t 30<br />
3t ln 16 0.878<br />
26 ln 30<br />
5000 <br />
1 0.005 x<br />
0.005 250,000 54. 1 0.01<br />
250 x<br />
0.01 150,000<br />
50001.005 x 1250<br />
2501.01 x 1500<br />
1.005 x 0.25<br />
1.01 x 6<br />
x ln1.005 ln 0.25<br />
x ln 1.01 ln 6<br />
ln 0.25<br />
x x ln 6<br />
ln1.005<br />
ln 1.01<br />
x 277.951<br />
x 180.070<br />
ln 30<br />
t <br />
3 ln 16 0.878<br />
26 <br />
3.4012<br />
8.3241 0.409