# Algebra II - Chapter 4 Cumulative: Question Preview (ID: 23367)

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Use change of base to evaluate log base 2 of 30 |
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a) 15 | b) 4.9 | c) 1.2 | d) 0.2 | |

Write 10^3 = 1000 in logarithmic form |
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a) log 1000 = 3 | b) log3 = 10 | c) log 10 = 1000 | d) none of these | |

What annual % increase or decrease is being used in y = 24(2.5)^x |
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a) 250% increase | b) 50 % increase | c) 150% increase | d) 250% decrease | |

Simplify log 100 |
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a) 10 | b) 1 | c) e | d) 2 | |

Identify the inverse of y = e^x |
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a) lnx | b) log x | c) ln e | d) x | |

Name the base of log 4 |
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a) 4 | b) e | c) 10 | d) 0 | |

Name the base of 6^2 |
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a) 2 | b) 10 | c) e | d) 6 | |

Solve 5^x = 5^4 |
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a) x = 4 | b) x = 5 | c) x = 6 | d) x = e | |

Solve: log x = 3 |
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a) 3 | b) 10 | c) 100 | d) 1000 | |

Simplify: e^2.4 |
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a) 11.023 | b) 10.991 | c) 2.178 | d) 9.098 | |

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