if sec thetha 25/7 then find tan thetha
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Answer:
24/7
Explanation:
Sec ∅ = 25/7
We know that, Sec ∅ = Hypotenuse/adjacent side
Hypotenuse = 25
Adjacent side = 7
Using Pythagoras theorem,
(Hypotenuse)² = (adjacent side)²+ (Opposite side)²
(25)²= 7²+ (Opposite side)²
625 = 49 + (Opposite side)²
(Opposite side)²= 625 - 49
(Opposite side)²= 576
Opposite side = √576
Opposite side = 24
Tan ∅ = Opposite side/Adjacent side
= 24/7
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