My question is for the part circled in green only. The question is why does logb(b) =1

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
Problem 56SE: Recall that the general form of a logistic equation for a population is given by P(t)=c1+aebt , such...
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My question is for the part circled in green only. The question is why does logb(b) =1

4.
The final answer is 3 log (m) +2 log b(n) - ·
5.
Substitute this into the result found earlier.
4.
(q) Boy
5.
= (q)ª Bo1 ( = (q)ª Boj aɔu
%3D
1.
%3D
5.
4.
5.
The logarithm – log (b) can still be simplified.
4
This gives 3 log (m)+ 2 log b(n)- log b(b).
1.
by
5.
The expression can be further simplified by multiplying through
1.
(9)" B01 - (") ° Bo1 + (z,u) ° Bo1)2
The given expression can then be rewritten.
%3D
%3D
Similarly, log (nº) = 8 log (n) and log , (b°) =5 log (b).
%3D
products.
Use the Power Rule to write the logarithms of powers as
() " B01 - (6") ª Bo1 + (z,w) ª 6o1 )
Section 3.9 homework-Jessica
21
Transcribed Image Text:4. The final answer is 3 log (m) +2 log b(n) - · 5. Substitute this into the result found earlier. 4. (q) Boy 5. = (q)ª Bo1 ( = (q)ª Boj aɔu %3D 1. %3D 5. 4. 5. The logarithm – log (b) can still be simplified. 4 This gives 3 log (m)+ 2 log b(n)- log b(b). 1. by 5. The expression can be further simplified by multiplying through 1. (9)" B01 - (") ° Bo1 + (z,u) ° Bo1)2 The given expression can then be rewritten. %3D %3D Similarly, log (nº) = 8 log (n) and log , (b°) =5 log (b). %3D products. Use the Power Rule to write the logarithms of powers as () " B01 - (6") ª Bo1 + (z,w) ª 6o1 ) Section 3.9 homework-Jessica 21
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