1.   Find the value of a if the graph of the exponential function y = a · 3x passes through the point B(2, -3).
    A. B. 3
    C. -3 D. 9
    Hint

  2.   Solve log6 ( y2 - 9) = log6 ( 7y - 21).
    A. -6, 4 B. 4
    C. 3, 4 D. 3, 6
    Hint

  3.   If and , find the approximate value of log2 15.
    A. 3.6802 B. 0.7369
    C. 1.4649 D. 3.9069
    Hint

  4.   Find log 47.2 to four decimal places.
    A. 3.8544 B. 2.0791
    C. 1.6739 D. 0.6739
    Hint

  5.   Find log 136.8 to four decimal places.
    A. 2.1418 B. 2.0502
    C. 2.1361 D. 2.1106
    Hint

  6.   Finance If $500 is deposited in an account paying 5.25% interest compounded continuously, find the amount in the account after 3 years.
    A. $585.29 B. $427.14
    C. $616.84 D. $555.36
    Hint

  7.   The number of bacteria in a culture grew exponentially. When the experiment began, there were 100,000. Ten minutes later, that number grew to 220,000. Which of the following equations could be used to model this situation?
    A. B.
    C. D.
    Hint

  8.   Solve log 5 (5x – 2) > log 5 (2x + 10).
    A. x > 4 B. x < 4
    C. 0 < x < 4 D. x > 625
    Hint

  9.   Use log 3 4 1.26 to approximate the value of log 3 108.
    A. 2.38 B. 36
    C. 3.78 D. 4.26
    Hint

  10.   What is an equivalent logarithmic equation to ex = 7?
    A. x = ln 7 B. ln x = 7
    C. 7 = ln e D. ex = ln 7
    Hint

  11.   Two cities have insect problems. The insects in City A increase exponentially according to the equation y = 120,000e0.04t. The insects in City B increase exponentially according to the equation y = 90,000e0.08t. In 15 years, which city will have more insects, and by approximately how much?
    A. City A, by about 80,000 B. City B, by about 30,000
    C. City A, by about 30,000 D. City B, by about 80,000
    Hint

  12.   A Mickey Mantle rookie card appreciates in value 2% every year. If it is worth $35,000 in 2000, when will it be worth $100,000?
    A. 2093 B. 2043
    C. 2053 D. 2065
    Hint



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