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QUESTION Match the exponential/logarithmic form on the left with its corresponding logarithmic/exponential form on the right. - - 122 = 144 A. 210 = 100 v log(100) = 2 B. log18(2) = 324 v 182 = 324 c. log1 44(2) = 12 - v log4(1024) = 5 D. 1002 = 10 E. 10244 = 5 F. 45 = 1024 G.log12(144) = 2 H. 54 = 1024 1. log18(324) = 2 J. log12(2) = 144 K. log324(18) = 2 L. 102 = 100

QUESTION Match the exponential/logarithmic form on the left with its corresponding logarithmic/exponential form on the right. - - 122 = 144 A. 210 = 100 v log(100) = 2 B. log18(2) = 324 v 182 = 324 c. log1 44(2) = 12 - v log4(1024) = 5 D. 1002 = 10 E. 10244 = 5 F. 45 = 1024 G.log12(144) = 2 H. 54 = 1024 1. log18(324) = 2 J. log12(2) = 144 K. log324(18) = 2 L. 102 = 100

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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QUESTION 14 Match the exponential/logarithmic form on the left with its corresponding logarithmic/exponential form on the right. v 122 = 144 A. 210 = 100 log(100) = 2 B. log18(2) = 324 v 182 = 324 c. log144(2) = 12 - v log,(1024) = 5 D. 1002 = 10 E. 10244 = 5 %3D F. 45 = 1024 G.log12(144) = 2 H. 54 = 1024 1. log18(324) = 2 J. log12(2) = 144 K. log324(18) = 2 L. 102 = 100
Transcribed Image Text:QUESTION 14 Match the exponential/logarithmic form on the left with its corresponding logarithmic/exponential form on the right. v 122 = 144 A. 210 = 100 log(100) = 2 B. log18(2) = 324 v 182 = 324 c. log144(2) = 12 - v log,(1024) = 5 D. 1002 = 10 E. 10244 = 5 %3D F. 45 = 1024 G.log12(144) = 2 H. 54 = 1024 1. log18(324) = 2 J. log12(2) = 144 K. log324(18) = 2 L. 102 = 100
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