if tan theta=1.7451 then find the value of theta.
hey guys please help me
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Answered by
3
Answer :
Given,
tanθ = 1.7451
=> θ = tan^(-1) (1.7451)
= 60.1858650334°
= 60° + 0.1858650334°
= 60° + (0.1858650334 × 60)', since 1° = 60'
= 60° + 11'
= 60° 11'
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Given,
tanθ = 1.7451
=> θ = tan^(-1) (1.7451)
= 60.1858650334°
= 60° + 0.1858650334°
= 60° + (0.1858650334 × 60)', since 1° = 60'
= 60° + 11'
= 60° 11'
#MarkAsBrainliest
kartikak:
i am a girl
Answered by
2
Hi i hope this helps you
It is given that tan theta=1.7451 as we know 1.7451= underoot 3
So we can write tan theta= underoot 3
Then theta will be 60.01858650334°
Now we need to simplify the decimal part so we can write it as
Theta= 60°+0.1858650334×60
( since 1°=60 minute)
Therefore theta will be
=60°+0.185865034×60'
=60°+11 minutes or u can write it as 60°+11'
It is given that tan theta=1.7451 as we know 1.7451= underoot 3
So we can write tan theta= underoot 3
Then theta will be 60.01858650334°
Now we need to simplify the decimal part so we can write it as
Theta= 60°+0.1858650334×60
( since 1°=60 minute)
Therefore theta will be
=60°+0.185865034×60'
=60°+11 minutes or u can write it as 60°+11'
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