Trigonometry Question and Answers Practice Question and Answer
8 4 Q:
6450b12b223d4c08a7d9b900 Answer : 3. "
4 Q:
5f4df2b17e85226ee745ec9c 4 Q:
609e5238e941dd6183d9a8b1 4 Q:
5f76cdb6e487e60dced9226a 4 Q:
6321ad913169cb1b1567790b 4 Q:
60361d449792c13b28543daf 4 Q:
5f2e3d53be9f31290fbc5f92 4 Q:
64ccb76929beb3482a58126a
Q: If $${(2cos^3 A-cosA)\over (sin A- 2 sin^3 A)=1}$$ then what is the value of A?
1070 06450b12b223d4c08a7d9b900
6450b12b223d4c08a7d9b900- 1false
900
- 2false
300
- 3true
450
- 4false
600
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Answer : 3. "450
"
Q: If x+ y=90°, then what is the value of $$ {\sqrt{cosx.cosecy-cosx.siny}}$$?
1065 05f4df2b17e85226ee745ec9c
5f4df2b17e85226ee745ec9c- 1cosxfalse
- 2sinxtrue
- 3$$ {\sqrt{sinx}}$$false
- 4$$ {\sqrt{cosx}}$$false
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Answer : 2. "sinx"
Q: What is the value of $${\sqrt{1-cosA\over{1+cosA}}}$$?
1059 0609e5238e941dd6183d9a8b1
609e5238e941dd6183d9a8b1- 1cosecA-sinAtrue
- 2cosecA+cotAfalse
- 3secA-cotAfalse
- 4secA+cotAfalse
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Answer : 1. "cosecA-sinA"
Q: $$ {3sin60°-4sin^{3}60°=?}$$
1055 05f76cdb6e487e60dced9226a
5f76cdb6e487e60dced9226a- 1$$ {2\sqrt{3}}$$false
- 2$$ {4\sqrt{3}}$$false
- 30true
- 450false
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Answer : 3. "0"
Q: If is a positive acute angle and 5 cosθ + 12 sinθ = 13, then find the value of cosθ?
1051 06321ad913169cb1b1567790b
6321ad913169cb1b1567790b- 1$${12\over13}$$false
- 2$${5\over13}$$true
- 3$${5\over13}$$false
- 4$${1\over5}$$false
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Answer : 2. " $${5\over13}$$"
Q: (sec A + tan A – 1) (sec A – tan A+1) =?
1049 060361d449792c13b28543daf
60361d449792c13b28543daf- 1cotAfalse
- 22cotAfalse
- 3tanAfalse
- 42tanAtrue
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Answer : 4. "2tanA"
Q: What is the simplification value of $${cotA+tanB}\over{cotB+tanA}$$?
1043 05f2e3d53be9f31290fbc5f92
5f2e3d53be9f31290fbc5f92- 1tanAcotBfalse
- 2tanBcotAtrue
- 3tanAtanBfalse
- 4cotAcotBfalse
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Answer : 2. "tanBcotA"
Q: If $${secθ+tanθ\over secθ-tanθ}=2{51\over79}$$, then the value of sinθ is equal to:
1041 064ccb76929beb3482a58126a
64ccb76929beb3482a58126a- 1$${35\over72}$$false
- 2$${36\over72}$$false
- 3$${91\over144}$$false
- 4$${65\over144}$$true
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Answer : 4. "$${65\over144}$$"
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