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Mid-Chapter Quiz for Chapter 9 - Cengage

492 Chapter 9 Exponential and Logarithmic FunctionsMid- Chapter quiz for Chapter 1 time per year:Compounded 12 times per year:Compounded continuously: <$ A5 Pert <$ <$ 4 times per year:Compounded 365 times per year: <$ <$ $ (a)(b)(c)(d) 58! < :Range:s0, `ds2`, ` 8 6 4 2468 22468101214xy9.(a)(b)(c)(d)sg8fds4d5gffs 4dg5gf5g553512552s28d235219 (xdg515f32s325xdg515f32315xg515f5xg5xffg sxdg5325315s32xd45321s32xd53231x5x 8 4 4 6 8 10 12 4 46xyfg4. 8 6 4 2468 2246xy5. 48 12 16 20 24 28 44812ty6. 100 60 20 60 100 20 80100120140160180xySection of Logarithms493 Section of Logarithms11. x23105h21sxd x23105y x23510y x510y13 y510x13 hsxd510x1312. 3!2t245g21std 3!2t245y 2t245y3 t22512y3 t512y312 y512t312 gstd512t31213. 4225116 log41116252214. log3 8154 are inverse functions because the graphs of andreflect about the line 4 2246810 4.)

492 Chapter 9 Exponential and Logarithmic Functions Mid-Chapter Quiz for Chapter 9 7. Compounded 1 time per year: Compounded 12 times per year: Compounded continuously: < $3361.27 5 750e0.075s20d A 5 Pert < $3345.61 A 5 75011 1 0.075 12 2 12s20d < $3185.89 A 5 75011 1

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Transcription of Mid-Chapter Quiz for Chapter 9 - Cengage

1 492 Chapter 9 Exponential and Logarithmic FunctionsMid- Chapter quiz for Chapter 1 time per year:Compounded 12 times per year:Compounded continuously: <$ A5 Pert <$ <$ 4 times per year:Compounded 365 times per year: <$ <$ $ (a)(b)(c)(d) 58! < :Range:s0, `ds2`, ` 8 6 4 2468 22468101214xy9.(a)(b)(c)(d)sg8fds4d5gffs 4dg5gf5g553512552s28d235219 (xdg515f32s325xdg515f32315xg515f5xg5xffg sxdg5325315s32xd45321s32xd53231x5x 8 4 4 6 8 10 12 4 46xyfg4. 8 6 4 2468 2246xy5. 48 12 16 20 24 28 44812ty6. 100 60 20 60 100 20 80100120140160180xySection of Logarithms493 Section of Logarithms11. x23105h21sxd x23105y x23510y x510y13 y510x13 hsxd510x1312. 3!2t245g21std 3!2t245y 2t245y3 t22512y3 t512y312 y512t312 gstd512t31213. 4225116 log41116252214. log3 8154 are inverse functions because the graphs of andreflect about the line 4 2246810 4.)

2 5 2 :3 2 graph of hasbeen shifted 3 units right and 1 unitup, so ,fsxd5log5 4505log 450log 6< 5252?log5 552?1523. 529?log2 2529?1529log2s18d35log2s223d35log2 61y2561y2. log6 !65log6 805ln 150ln 8050?ln e454 ln 21log4 85log4 2?85log4 1652X,T,uX,T,u


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