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Published byHector Owens Modified over 9 years ago
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Questions over 4.6 HW???
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4.7 (Green) Solve Exponential and Logarithmic Equations No School: Monday Logarithms Test: 1/21/10 (Thursday)
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Vocabulary: Exponential equations are equations in which variable expressions occur as exponents. Logarithmic equations are equations that involve logarithms of variable expressions.
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Vocabulary: Property of Equality for Exponential Equations: If b is a positive number other than 1, then b x = b y if and only if x = y. Property of Equality for Logarithmic Equations: If b, x, and y are positive numbers with b = 1, then log b x = log b y if and only if x = y.
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Example 1: Solve 8 x = 4 x + 1
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You Try: Solve 5 3x + 1 = 25 x + 1
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Example 2: Solve 8 x = 23
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You Try: Solve 4 3x = 9
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Example 3: Solve log 8 (x + 6) = log 8 (4 – x)
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You Try: Solve 1. log 7 (x + 2) = log 7 (2 – 3x) 2. ln(4 – 5x) = ln(x + 10)
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Example 4: Find the solution(s) of log x + log(x + 3) = 1 You need to check for extraneous solutions….fakers!
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You Try: Solve 1. log 6 x + log 6 (x – 5) = 2 2. 2 ln x = ln(2x – 3) + ln(x – 2)
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Homework: Pg. 161 #1-41odd You need to practice! Your FIRST test (55% of your grade) is next THURSDAY!!!!
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