This identity involves trigonometric functions as well as other functions that we have studied. Verify the identity. In(]tan(x) sin(x)). 2 In(Isin(x)|) + In(Isec(x)|) In(Itan(x) sin(x)I) In(Itan(x)|) + In sin(x) cos(x) + In(Isin(x)l) In(Icos(x)|) + In(|sin(x)|) 1 = 2 In(|sin(x)I) + In = 2 In(Isin(x)) + In(|sec(x)|). Submit Answer 11:03 PM 2/19/2021
This identity involves trigonometric functions as well as other functions that we have studied. Verify the identity. In(]tan(x) sin(x)). 2 In(Isin(x)|) + In(Isec(x)|) In(Itan(x) sin(x)I) In(Itan(x)|) + In sin(x) cos(x) + In(Isin(x)l) In(Icos(x)|) + In(|sin(x)|) 1 = 2 In(|sin(x)I) + In = 2 In(Isin(x)) + In(|sec(x)|). Submit Answer 11:03 PM 2/19/2021
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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Please circle the three parts that are answers please
![Economics 202 Exa...
• CIRRUS-bt150
G Gmail O Multiple Choice Quiz
This identity involves trigonometric functions as well as other functions that we have studied. Verify the identity.
In(]tan(x) sin(x)I) = 2 In(|sin(x)) + In(|sec(x)|)
%3D
In(Itan(x) sin(x)]) = In([tan(x)|[) + In
in(
sin(x)
cos(x) ) + In(Isin(x)|)
D- In(lcos(x)|) + In(Isin(x)|)
= In
1
= 2 In(|sin(x)I) + In
= 2 In(|sin(x)D + In(|sec(x)|)
Submit Answer
11:03 PM
局
2/19/2021
O Type here to search](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe1d24ada-a1f0-4104-b5dc-46e768e553df%2F4e9abaf5-9401-4902-aada-e1f7852061b7%2Fxh65f48_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Economics 202 Exa...
• CIRRUS-bt150
G Gmail O Multiple Choice Quiz
This identity involves trigonometric functions as well as other functions that we have studied. Verify the identity.
In(]tan(x) sin(x)I) = 2 In(|sin(x)) + In(|sec(x)|)
%3D
In(Itan(x) sin(x)]) = In([tan(x)|[) + In
in(
sin(x)
cos(x) ) + In(Isin(x)|)
D- In(lcos(x)|) + In(Isin(x)|)
= In
1
= 2 In(|sin(x)I) + In
= 2 In(|sin(x)D + In(|sec(x)|)
Submit Answer
11:03 PM
局
2/19/2021
O Type here to search
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