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FCH-nsint Step 1 FE Int Sint +sin (int dx F =dAL)2) inct) Sint+ Cost) in- dx Step 2 F'C+ 2Iht) Cos(+)CInt) Shep ३ sint Int) h वेस FI 2(Intt cas)int tncts step 5 20nCt) Sint +Cos Int inct) Step F Int) 2 SiA +Cos CInt

FCH-nsint Step 1 FE Int Sint +sin (int dx F =dAL)2) inct) Sint+ Cost) in- dx Step 2 F'C+ 2Iht) Cos(+)CInt) Shep ३ sint Int) h वेस FI 2(Intt cas)int tncts step 5 20nCt) Sint +Cos Int inct) Step F Int) 2 SiA +Cos CInt

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 23E
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Please explain on number 11 how to go from step 5 to step 6 (labeled). I understand that you are factoring an ln(t) out, but I am confused with what happens to the denominator of the fraction. 

 

The answer in my textbook has the form in step 6, but I'm not sure how it works out that way. 

FCH-nsint Step 1 FE Int Sint +sin (int dx F =dAL)2) inct) Sint+ Cost) in- dx Step 2 F'C+ 2Iht) Cos(+)CInt) Shep ३ sint Int) h वेस FI 2(Intt cas)int tncts step 5 20nCt) Sint +Cos Int inct) Step F Int) 2 SiA +Cos CInt
Transcribed Image Text:FCH-nsint Step 1 FE Int Sint +sin (int dx F =dAL)2) inct) Sint+ Cost) in- dx Step 2 F'C+ 2Iht) Cos(+)CInt) Shep ३ sint Int) h वेस FI 2(Intt cas)int tncts step 5 20nCt) Sint +Cos Int inct) Step F Int) 2 SiA +Cos CInt
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