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When solving for t below, one step contains an error. log log1.12 log should be V = 8,000 (1.12) t V (1.12) 8,000 V 8,000 log should be Which step(s) contain the error(s) and what is the correct solution method? log V 8,000 V 8,000 V 8,000 V 1.12 = t -log(1.12) = t log V 1.12 log(8,000) - log(1.12) = t = t - log(1.12) = t - log(8, 000) = t

When solving for t below, one step contains an error. log log1.12 log should be V = 8,000 (1.12) t V (1.12) 8,000 V 8,000 log should be Which step(s) contain the error(s) and what is the correct solution method? log V 8,000 V 8,000 V 8,000 V 1.12 = t -log(1.12) = t log V 1.12 log(8,000) - log(1.12) = t = t - log(1.12) = t - log(8, 000) = t

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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should be log should be should be should be V 8,000 V 1.12 V 8,000 log1.12 log log 8,000 log(1.12) = (1.12) log1.12 (8,000) log 8,000 - log(1.12) = V 8,000 V 8,000 1.12 V 8,000 = t 1.12 = t = t = t - = t = t
Transcribed Image Text:should be log should be should be should be V 8,000 V 1.12 V 8,000 log1.12 log log 8,000 log(1.12) = (1.12) log1.12 (8,000) log 8,000 - log(1.12) = V 8,000 V 8,000 1.12 V 8,000 = t 1.12 = t = t = t - = t = t
When solving for t below, one step contains an error. log log1.12 log should be V = 8,000 (1.12) V 8,000 V 8,000 log should be — log(1.12) = t Which step(s) contain the error(s) and what is the correct solution method? log V 8,000 = (1.12) V 8,000 V 8,000 V 1.12 V log 1.12 log (8,000) = t - log(1.12) = t = t — log(1.12) = t - log(8, 000) = t
Transcribed Image Text:When solving for t below, one step contains an error. log log1.12 log should be V = 8,000 (1.12) V 8,000 V 8,000 log should be — log(1.12) = t Which step(s) contain the error(s) and what is the correct solution method? log V 8,000 = (1.12) V 8,000 V 8,000 V 1.12 V log 1.12 log (8,000) = t - log(1.12) = t = t — log(1.12) = t - log(8, 000) = t
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