Solve the equation on the interval (0; 2t). 1. sin(x)cos(x)- sin (x)=0 T TT 5T b. 2 4 4 a. 0, It, 5TT TT, 4 TI 3TT 7T TT, 4' 4 C. d. 4 4

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 104E
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Solve the equation on the interval (0; 2n).
1. (x)=D0
sin(x)cos(x)-sin
0,
4
5TC
., 2π
4
T TT 5T
2'4' 4
a.
5Tt
TC,
4.
TI 3TT 7T
T,
4'4'4
C.
d.
4
Transcribed Image Text:Solve the equation on the interval (0; 2n). 1. (x)=D0 sin(x)cos(x)-sin 0, 4 5TC ., 2π 4 T TT 5T 2'4' 4 a. 5Tt TC, 4. TI 3TT 7T T, 4'4'4 C. d. 4
Expert Solution
Step 1

Consider the given equation,

sinxcosx-sin2x=0 on the interval 0, 2π

now,  write the equation as follows,

sinxcosx-sinx=0

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