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Algebra & Trigonometry with Analytic Geometry

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 51RE

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Question 17
Given: y = 5 (cosh log)", find y'
O g = = sinh 2 log = ]5(esh® log =)
[
In 5
& )[sinh 2 log * ]5(oosl® log =)
%
Oy -(
O y =−=(
O ý = |sinh 2log *]5 (cosh² log)
O g =−} |sinh 2log * ]5(co<h* log =)
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/4 Show that log (1+tan0)d=" log2 8. -
2-Solve the following logarithmic equations a) Log, 2 – log 4 x +7/6=0 b) 2 + 5(3*) =3(3^)
A) log2(16)=x can be represented in of the form A^x = B;A > 1 What is B/A rounded to the nearest number?
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QUESTION 9 If 5(3^x) = 10, which of the following would equal x? O A. log10/log8 O B. log10 - log15 OC. log10/log15 O D. log2/log3 QUESTION 10 If In x = 4, which of the following would equal x? O A. In (e^4) B. In 4 C. e^(In 4) O D. e^4 QUESTION 11 Which of the following is equivalent to the expression, In (x^2y^3/z^5)? A. (2lnx)(3lny)/(5lnz) OB. In(2x) + In(3y) - In(5z) OC. 2lnx +3lny - 5lnz OD. In(2x + 3y 5z)
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