if the value of tan theta =3/5 then find the value of sec theta
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tan thita =3/5
sin thita/cos thita=3/5
sin =3, cos =5
cos =1/sec
sec =1/5
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Answer:
secθ = √34/5
Step-by-step explanation:
tanθ = 3/5
∴sinθ/cosθ = opposite /adjacent = 3/5. ----(tanθ = sinθ/ cosθ --using identity.)
∴ By using Pythagoras theorem
(Hypo)²= (3)²+(5)²
(Hypo)²= 9 + 25
(Hypo)²= 34
∴Hypo = √34.
∴ cosθ = adjacent /hypotenuse
=5 /√34.
∴ secθ = √34 /5 ------(cosθ = 1 /secθ -----using identity)
∴Ans:- secθ = √34 /5.
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