Which of the following is not correct? *
1 point
sinθ=-1/3
cosθ=0.5
tanθ=30
secθ=1/2
Answers
Answered by
1
Given : sinθ=-1/3
cosθ=0.5
tanθ=30
secθ=1/2
To Find : Which of the given is not correct
Solution:
sinθ=-1/3 Correct
as sinθ range is [-1 , 1] and
-1/3 lies in between
cosθ=0.5
as cosθ range is [-1 , 1] and
-1/3 lies in between
tanθ=30
as tan θ range is (-∞ , ∞)
so this is also correct
secθ=1/2
=> cosθ = 2 ( cosx = 1/secx)
as cosθ range is [-1 , 1] and
2 does not lie in between
Hence
secθ=1/2 is Incorrect
Learn More:
Ifsin 990° sin 780° sin 390°+=K(tan 405° – tan 360°) then Kicos 540 ...
brainly.in/question/22239477
Maximum value of sin(cos(tanx)) is(1) sint (2)
brainly.in/question/11761816
evaluate cot[90-theta].sin[90-theta] / sin theta+cot 40/tan 50 - [cos ...
brainly.in/question/2769339
Similar questions