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WorksheetsTRIGO
Total questions: 17
Worksheet time: 18mins
Use basic identities to simplify the expression
cscθ⋅tanθ⋅secθ
csc2θ
tanθ
2secθ
sec2θ
Use basic identities to simplify the expression
cotθ⋅secθ⋅sinθ
(a)
Simplify the expression
(3cos2x+csc2x)−(cot2x−3sin2x)
4
3
2
1
Simplify the expression
(csc2x−tan2x) − (cot2x − sec2x)
(a)
Simplify the expression
cscx−cotx1+cscx+cotx1
2
csc2x
2cscx
2cotx
Simplify the expression
secx−tanx3+secx+tanx3
0
6tanx
6secx
3
Use the identities to simplify the expression
1−sin2(θ)1
−cot2(θ)
cot2(θ)
tan2(θ)
−tan2(θ)
Which of the following completes an identity for the given expression?
sec(x)cos(x)+csc(x)sin(x)
csc2(x)−cot2(x)
sec2(x)+tan2(x)
cot2(x)−csc2(x)
tan2(x)−sec2(x)
sin2 Θ + cos2 Θ =
1
0
-1
tan2 Θ
2sin(10)cos(10)=
sin(5)cos(5)
sin(20)cos(20)
cos(20)
sin(20)
cos2(10)−sin2(10)=
cos(20)
sin(20)
1
cos(100)−sin(100)
sin(40)cos(40)=
21sin(80)
21cos(80)
sin(80)
cos(80)
Write as a single trig function of a single angle.
2sin5πcos5π
sin10π
sin52π
cos52π
cos10π
Write as a single trig function of a single angle:
cos232°−sin232°
cos64°
cos16°
sin64°
sin16°
