Trigonometry Question and Answers Practice Question and Answer
8 4 Q:
64b4ffe92dc867f593f5222e Answer : 1. "
4 Q:
6450aa7139143d085f36757c 4 Q:
609e4e41b9384d208ce43f2a 4 Q:
609e528c1679a537e39f03d0 4 Q:
60641fc58aaa67545d7d3730 4 Q:
64c763878f85ca71557d2936 4 Q:
64d22b9690a003851dda2d4d 4 Q:
606422e6cfdbf24a55622502
Q: If a cot θ + b cosec θ= p and b cot θ + a cosec θ = q then p2 -q2 is equal to _____
1530 064b4ffe92dc867f593f5222e
64b4ffe92dc867f593f5222e- 1true
b2 – a2
- 2false
a2 – b2
- 3false
b – a
- 4false
a2+b2
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Answer : 1. "b2 – a2
"
Q: If sin A=$${6\over 7}$$, then what is the value of sec A?
1526 06450aa7139143d085f36757c
6450aa7139143d085f36757c- 1$$ {1}\over \sqrt { 13} \ $$false
- 2$$ {7}\over \sqrt { 13} \ $$true
- 3$$ {6}\over \sqrt { 13} \ $$false
- 4$$ {4}\over \sqrt { 13} \ $$false
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Answer : 2. "$$ {7}\over \sqrt { 13} \ $$"
Q: ΔPQR is right angled at Q. If cos P = 3/5, then what is the value of cos R?
1517 0609e4e41b9384d208ce43f2a
609e4e41b9384d208ce43f2a- 1$$ {3\over4}$$false
- 2$$ {5\over3}$$false
- 3$$ {4\over5}$$true
- 4$$ {4\over3}$$false
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Answer : 3. "$$ {4\over5}$$"
Q: What is the value of 300°?
1510 0609e528c1679a537e39f03d0
609e528c1679a537e39f03d0- 1-1/2false
- 2$$ {-1\over{\sqrt{2}}}$$false
- 3$${-\sqrt{3}}$$true
- 4$${-\sqrt{3}\over 2}$$false
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Answer : 3. "$${-\sqrt{3}}$$"
Q: Sin (45 + θ) – Cos (45 – θ) is:
1502 160641fc58aaa67545d7d3730
60641fc58aaa67545d7d3730- 12 Sin θfalse
- 21false
- 32 Cosθfalse
- 40true
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Answer : 4. "0"
Q: $${sin^2θ\over cosθ(1+cosθ)}+{1+cosθ\over cosθ} =?$$
1479 064c763878f85ca71557d2936
64c763878f85ca71557d2936- 1cosecθfalse
- 2secθfalse
- 32cosθfalse
- 42secθtrue
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Answer : 4. "2secθ"
Q: $$(1+tan θ+secθ)(1+cotθ-cosecθ)\over (sec θ+tan θ)(1-sin θ) $$ is equal to :
1465 064d22b9690a003851dda2d4d
64d22b9690a003851dda2d4d- 12sec θtrue
- 22cosec θfalse
- 3cosec θfalse
- 4sec θfalse
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Answer : 1. "2sec θ"
Q: If tanx = cot(50+3x), then what is the value of x ?
1465 0606422e6cfdbf24a55622502
606422e6cfdbf24a55622502- 111false
- 214false
- 310true
- 412false
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Answer : 3. "10"
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