Trigonometry Question and Answers Practice Question and Answer
8 4 Q:
64804426f4063d472f2f1a1c 4 Q:
649e7cc746047484bc7db291 4 Q:
644f99a0f3618908bf54770d 4 Q:
6332e2d15c208a6bf707c15b 4 Q:
6332e72131300b7ce4906883 4 Q:
64bf7b8488d5e4f52df2abf6 4 Q:
648041fa51bf194753032a36 4 Q:
64805acba33e0f47b771a1c5
Q: what is the value of the expression
cos 2A cos2B+sin2(A-B)-sin2(A+B)?
855 064804426f4063d472f2f1a1c
64804426f4063d472f2f1a1ccos 2A cos2B+sin2(A-B)-sin2(A+B)?
- 1sin(2A-2B)false
- 2cos(2A+2B)true
- 3cos(2A-2B)false
- 4sin(2A+2B)false
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Answer : 2. "cos(2A+2B)"
Q: Find the exact value of cos 1200.
810 0649e7cc746047484bc7db291
649e7cc746047484bc7db291- 11false
- 20false
- 3-0.5true
- 40.5false
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Answer : 3. "-0.5"
Q: What is the value of cosecA(1 − cosA)(cosecA + cotA)?
807 0644f99a0f3618908bf54770d
644f99a0f3618908bf54770d- 12false
- 21true
- 30false
- 43false
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Answer : 2. "1"
Q: If x = a secθ cos∅, y = b secθ sin∅, z=c tanθ, then the value of $$ {x^2\over a^2}+{y^2\over b^2}-{z^2\over c^2} $$
806 06332e2d15c208a6bf707c15b
6332e2d15c208a6bf707c15b- 11true
- 24false
- 39false
- 40false
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Answer : 1. "1"
Q: If $${secθ+tanθ\over secθ-tanθ}={5\over 3}$$ then sinθ is equal to ;
802 06332e72131300b7ce4906883
6332e72131300b7ce4906883- 1$${1\over 4}$$true
- 2$${1\over 3}$$false
- 3$${2\over 3}$$false
- 4$${3\over 4}$$false
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Answer : 1. "$${1\over 4}$$"
Q: $$\left({1\over cosecθ}-{1\over sinθ} \right)+{1\over {cosecθ-cotθ}} -{1\over secθ+tanθ} =?$$
799 064bf7b8488d5e4f52df2abf6
64bf7b8488d5e4f52df2abf6- 1sinθcosθfalse
- 2sinθtanθfalse
- 3secθcosecθtrue
- 4cosecθcotθfalse
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Answer : 3. "secθcosecθ"
Q: Find the value of tan 270 tan340 + tan340 tan290 + tan290 tan270.
795 0648041fa51bf194753032a36
648041fa51bf194753032a36- 11true
- 2-1false
- 30false
- 4√3false
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Answer : 1. "1"
Q: △ABC is right-angle triangle at B and tan A = $$3\over 4$$, then sin A + sin B + sin C will be equal to:
793 064805acba33e0f47b771a1c5
64805acba33e0f47b771a1c5- 1$$2{4\over 5}$$false
- 2$$2{2\over 5}$$true
- 3$$3{1\over 5}$$false
- 4$$1{1\over 5}$$false
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Answer : 2. "$$2{2\over 5}$$"
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