Question 6 Obtain the general solution to (D? + 1)y= secxcscx O y= C,cosx + C,sinx- cosxin|secx + tanx| + sinxin|cscx + cotx| O y= G, cosx + C,sinx- cosxin|secx + tanx| - sinxin|cscx + cotx| O y= C; cosx + Czsinx- sinxin|secx + tanx| -cosxin|cscx + cotx| O y= C,cosx + C2sinx + cosxin| secx +tanx| + sinxin| cscx + cotx|
Question 6 Obtain the general solution to (D? + 1)y= secxcscx O y= C,cosx + C,sinx- cosxin|secx + tanx| + sinxin|cscx + cotx| O y= G, cosx + C,sinx- cosxin|secx + tanx| - sinxin|cscx + cotx| O y= C; cosx + Czsinx- sinxin|secx + tanx| -cosxin|cscx + cotx| O y= C,cosx + C2sinx + cosxin| secx +tanx| + sinxin| cscx + cotx|
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.5: Product-to-sum And Sum-to-product Formulas
Problem 2E
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![Question 6
Obtain the general solution to
(D² + 1)y= secxcscx
O y= C,cosx + Czsinx- cosxin|secx + tanx| + sinxin|cscx + cotx|
O y= C, cosx + Czsinx- cosxin|secx + tanx| - sinxin|cscx + cotx|
O y= C, cosx + Czsinx- sinxin|secx + tanx| –cosxin|cscx + cotx|
O y= C,cosx + C2sinx + cosxin|secx +tanx| + sinxin| cscx + cotx|](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F70525241-20f8-4d68-bf8e-f7a75e033771%2F6a428046-697e-4b12-83d4-aa49da530bc0%2F5xmrmc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 6
Obtain the general solution to
(D² + 1)y= secxcscx
O y= C,cosx + Czsinx- cosxin|secx + tanx| + sinxin|cscx + cotx|
O y= C, cosx + Czsinx- cosxin|secx + tanx| - sinxin|cscx + cotx|
O y= C, cosx + Czsinx- sinxin|secx + tanx| –cosxin|cscx + cotx|
O y= C,cosx + C2sinx + cosxin|secx +tanx| + sinxin| cscx + cotx|
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