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The formula: volume v (m³) of a tree can be approximated by the log V = -4.178+1.760 log D+1.019 log H, where D is diameter in cm and H is height in m. What is the height of a cedar if the volume is 4.65m³ and the diameter is 900mm? P. 3 of 3

The formula: volume v (m³) of a tree can be approximated by the log V = -4.178+1.760 log D+1.019 log H, where D is diameter in cm and H is height in m. What is the height of a cedar if the volume is 4.65m³ and the diameter is 900mm? P. 3 of 3

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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formula: The volume v (m³) of a tree can be approximated by the log V-4.178+1.760 log D+1.019 log H, where D is diameter in cm and His height in m. What is the height of a cedar if the volume is 4.65m³ and the diameter is 900mm? True or false? 2 log A³ +3log A² = log 4+ 2log 4² +3log 4³ https://mail.yahoo.com/d/folders/1/messages/42839?.intl=ca&.lang=en-CA P. 3 of 3 2/2
Transcribed Image Text:formula: The volume v (m³) of a tree can be approximated by the log V-4.178+1.760 log D+1.019 log H, where D is diameter in cm and His height in m. What is the height of a cedar if the volume is 4.65m³ and the diameter is 900mm? True or false? 2 log A³ +3log A² = log 4+ 2log 4² +3log 4³ https://mail.yahoo.com/d/folders/1/messages/42839?.intl=ca&.lang=en-CA P. 3 of 3 2/2
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