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Byju's Answer
Standard XII
Mathematics
Integration of Piecewise Continuous Functions
3-sin 2 48∘+c...
Question
3
−
sin
2
48
∘
+
cos
2
42
∘
Open in App
Solution
3
−
sin
2
48
∘
+
cos
2
42
∘
=
3
−
sin
2
(
90
−
42
)
∘
+
cos
2
42
∘
=
3
−
cos
2
42
∘
+
cos
2
42
∘
=
3
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Similar questions
Q.
cos
2
42
∘
−
sin
2
48
∘
Q.
Find the value of
sin
2
48
∘
−
cos
2
12
∘
Q.
Prove that
sin
2
12
∘
+
sin
2
21
∘
+
sin
2
39
∘
+
sin
2
48
∘
−
sin
2
9
∘
−
sin
2
18
∘
=
1
.
Q.
Without using trigonometric tables, prove that:
(i) cos 81° − sin 9° = 0
(ii) tan 71° − cot 19° = 0
(iii) cosec 60° − sec 30° = 0
(iv) cot 34° − tan
56° = 0
(v) sin
2
48° + sin
2
42° = 1
(vi) cos
2
72° + cos
2
18° = 1
Q.
Solve:
3
+
√
3
3
−
√
3
+
3
−
√
3
3
+
√
3
+
1
3
+
√
3
−
1
3
−
√
3
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