EduSahara™ Assignment
Name : Trigonometric Ratio Angle Simplification
Chapter : Introduction to Trigonometry
Grade : CBSE Grade X
License : Non Commercial Use
Question
1
1.
The value of
sin
71°
in terms of an angle between
0°
and
90°
is
(i)
sin
71°
(ii)
cos
71°
(iii)
−
cos
71°
(iv)
−
sin
71°
Question
2
2.
The value of
cos
72°
in terms of an angle between
0°
and
90°
is
(i)
cos
72°
(ii)
−
cos
72°
(iii)
−
sin
72°
(iv)
sin
72°
Question
3
3.
The value of
tan
53°
in terms of an angle between
0°
and
90°
is
(i)
−
tan
53°
(ii)
cot
53°
(iii)
tan
53°
(iv)
−
cot
53°
Question
4
4.
The value of
cot
49°
in terms of an angle between
0°
and
90°
is
(i)
cot
49°
(ii)
tan
49°
(iii)
−
tan
49°
(iv)
−
cot
49°
Question
5
5.
The value of
sec
72°
in terms of an angle between
0°
and
90°
is
(i)
−
cosec
72°
(ii)
cosec
72°
(iii)
−
sec
72°
(iv)
sec
72°
Question
6
6.
The value of
cosec
72°
in terms of an angle between
0°
and
90°
is
(i)
cosec
72°
(ii)
−
sec
72°
(iii)
sec
72°
(iv)
−
cosec
72°
Question
7
7.
The value of
sin
128°
in terms of an angle between
0°
and
90°
is
(i)
−
cos
38°
(ii)
cos
38°
(iii)
−
sin
38°
(iv)
sin
38°
Question
8
8.
The value of
cos
177°
in terms of an angle between
0°
and
90°
is
(i)
−
sin
87°
(ii)
cos
87°
(iii)
sin
87°
(iv)
−
cos
87°
Question
9
9.
The value of
tan
96°
in terms of an angle between
0°
and
90°
is
(i)
−
cot
6°
(ii)
−
tan
6°
(iii)
tan
6°
(iv)
cot
6°
Question
10
10.
The value of
cot
102°
in terms of an angle between
0°
and
90°
is
(i)
−
tan
12°
(ii)
cot
12°
(iii)
tan
12°
(iv)
−
cot
12°
Question
11
11.
The value of
sec
98°
in terms of an angle between
0°
and
90°
is
(i)
sec
8°
(ii)
cosec
8°
(iii)
−
sec
8°
(iv)
−
cosec
8°
Question
12
12.
The value of
cosec
102°
in terms of an angle between
0°
and
90°
is
(i)
−
cosec
12°
(ii)
sec
12°
(iii)
cosec
12°
(iv)
−
sec
12°
Question
13
13.
The value of
sin
246°
in terms of an angle between
0°
and
90°
is
(i)
−
sin
66°
(ii)
cos
66°
(iii)
sin
66°
(iv)
−
cos
66°
Question
14
14.
The value of
cos
256°
in terms of an angle between
0°
and
90°
is
(i)
−
cos
76°
(ii)
sin
76°
(iii)
cos
76°
(iv)
−
sin
76°
Question
15
15.
The value of
tan
230°
in terms of an angle between
0°
and
90°
is
(i)
tan
50°
(ii)
−
tan
50°
(iii)
cot
50°
(iv)
−
cot
50°
Question
16
16.
The value of
cot
197°
in terms of an angle between
0°
and
90°
is
(i)
−
tan
17°
(ii)
−
cot
17°
(iii)
tan
17°
(iv)
cot
17°
Question
17
17.
The value of
sec
211°
in terms of an angle between
0°
and
90°
is
(i)
−
cosec
31°
(ii)
sec
31°
(iii)
−
sec
31°
(iv)
cosec
31°
Question
18
18.
The value of
cosec
251°
in terms of an angle between
0°
and
90°
is
(i)
sec
71°
(ii)
−
cosec
71°
(iii)
−
sec
71°
(iv)
cosec
71°
Question
19
19.
The value of
sin
293°
in terms of an angle between
0°
and
90°
is
(i)
−
sin
23°
(ii)
sin
23°
(iii)
−
cos
23°
(iv)
cos
23°
Question
20
20.
The value of
cos
279°
in terms of an angle between
0°
and
90°
is
(i)
sin
9°
(ii)
−
cos
9°
(iii)
cos
9°
(iv)
−
sin
9°
Question
21
21.
The value of
tan
347°
in terms of an angle between
0°
and
90°
is
(i)
cot
77°
(ii)
−
cot
77°
(iii)
tan
77°
(iv)
−
tan
77°
Question
22
22.
The value of
cot
299°
in terms of an angle between
0°
and
90°
is
(i)
−
cot
29°
(ii)
tan
29°
(iii)
cot
29°
(iv)
−
tan
29°
Question
23
23.
The value of
sec
299°
in terms of an angle between
0°
and
90°
is
(i)
sec
29°
(ii)
cosec
29°
(iii)
−
cosec
29°
(iv)
−
sec
29°
Question
24
24.
The value of
cosec
347°
in terms of an angle between
0°
and
90°
is
(i)
sec
77°
(ii)
−
sec
77°
(iii)
−
cosec
77°
(iv)
cosec
77°
Assignment Key
1) (i)
2) (i)
3) (iii)
4) (i)
5) (iv)
6) (i)
7) (ii)
8) (i)
9) (i)
10) (i)
11) (iv)
12) (ii)
13) (i)
14) (i)
15) (i)
16) (iv)
17) (iii)
18) (ii)
19) (iii)
20) (i)
21) (ii)
22) (iv)
23) (ii)
24) (ii)