Cose r(/2) =-1 (1+ cos e) dr – (sın²@ +sin2o cose - rsino LINE 1 |1. dr Sin o + sin20 ase - rsino 1), INE 2 = O do It wso LINE 3 dr Sin + sin2o cose rsint %3D do it Cos & itcose sin20 (1+ cos LINE 4 dr do Sino Ir It caso It cas o dr. do = sin?o INE S Sine It aaso Sine do 1+ caso LINE 6 In (+ose) In (1+cose)-! LINE 7 INE & M ce) =e %3D
Cose r(/2) =-1 (1+ cos e) dr – (sın²@ +sin2o cose - rsino LINE 1 |1. dr Sin o + sin20 ase - rsino 1), INE 2 = O do It wso LINE 3 dr Sin + sin2o cose rsint %3D do it Cos & itcose sin20 (1+ cos LINE 4 dr do Sino Ir It caso It cas o dr. do = sin?o INE S Sine It aaso Sine do 1+ caso LINE 6 In (+ose) In (1+cose)-! LINE 7 INE & M ce) =e %3D
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.3: The Addition And Subtraction Formulas
Problem 71E
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Question
Given below is a complete solution of differential equations. Identify all LINES in the solution which contains any form of error
Transcribed Image Text:(Sın?e + sn2a cas - risino) do =
r(/2) = -1
(1+ cose) dr - (sin?@ + sin?@ cose
(i+ caso) dr
LINE 1
rsino)dooO
dr
Sin2o + sn20 ase - rone
INE 2
= O
de
It wso
LINE 3
dr
Sin0 + sin20 cose
rsine
do
it Cos o
itcose
LINE 4 dr.
Sino
sin20 (1+ cos
do
It caso
I+ cas &
dr.
do
INE E
Sino
= sin?o
It aso
S.
po) =e
Sine
LINE 6
+ cas o
%3D
ImCitose)
In (i+cose)-!
LINE 7
LINE &
McO) =e
LINE9
M co) =
it case
LINE 1D
•r =
Sin?o
do
I+ caso
LINE II
cas?Đ -1.
do
1+ cas o
1+ cost
LINE 12
= ((1-cos0)(1+coso)
+ Cost
it coso
LINE 13
1t cos o
UNE 14
Ɔt Quis –
citcoso) (o - sino t c)
-| = (1+ caS T/2)(T/2- sin/2+c)
T/2-1+c
LINE IE
HNE (b
INE 17
%3D
INE 18
C= -T/2
(itcoso) (o - sine
UNE 20
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