T2_Oral_questions

T2_Oral_questions - loga(M N = Review 1 loga(M N = logaM logaN log of product = sum of logs Review 2 loga M = N Review 3 loga M = logaM logaN N log

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log a ( M · N ) = Review 1
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log a ( M · N ) = log a M + log a N log of product = sum of logs Review 2
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log a ( M N ) = Review 3
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log a ( M N ) = log a M - log a N log of quotient = difference of logs Review 4
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log a M + log a N = Review 5
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log a M + log a N = log a ( M · N ) sum of logs = log of product Review 6
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log a M - log a N = Review 7
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log a M - log a N = log a ( M N ) difference of logs = log of quotient Review 8
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log a M r = Review 9
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log a M r = rlog a M Power can be brought to the front of the log. Review 10
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Solve this question Review 11
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Review 12
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Solve this question Review 13
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Review 14
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Rewrite 1 x m with x on the numerator. Review 15
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1 x m = x - m When moving from the denominator to numerator, the SIGN of the power changes to the opposite sign. Review 16
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Rewrite x - m with x on the denominator. Review 17
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x - m = 1 x m When moving from the numerator to denominator, the SIGN of the power changes to the opposite sign. Review 18
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x - 3 = 27 x = Review 19
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x - 3 = 27 1 x 3 = 27 1 = 27 x 3 1 27 = x 3 1 3 = x Review 20
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x - 3 = 1 27 x = Review 21
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x - 3 = 1 27 1 x 3 = 1 27 27 · 1 = x 3 · 1 27 = x 3 3 = x Review 22
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1 e = Review 23
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1 e = e - 1 Review 24
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( 1 e ) (2 - 4 x ) = Review 25
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( 1 e ) (2 - 4 x ) = ( e - 1 ) (2 - 4 x ) = e - 2+4 x Review 26
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ln 1 8 = Review 27
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ln 1 8 = ln 8 - 1 = - ln 8 Review 28
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log a a = Review 29
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log a a = 1 Review 30
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This note was uploaded on 05/23/2011 for the course MAC 1147 taught by Professor Nuegyen during the Spring '11 term at FSU.

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T2_Oral_questions - loga(M N = Review 1 loga(M N = logaM logaN log of product = sum of logs Review 2 loga M = N Review 3 loga M = logaM logaN N log

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