If Sec A = 5/4, Then The Value Of (1 – Tan A)/(1 + TanA) Is
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Answer:
1/7
Step-by-step explanation:
Sec A= Hypotenuse/base
=5/4
hence,
hypotenuse= 5, base= 4
Hypotenuse^2= base^2+perpendicular^2 (pythagoras theorem)
5^2=4^2+P^2
25=16+P^2
P^2= 9
P= 3
Tan A = Perpendicular/base
= 3/4
(1-Tan A)/ (1+TanA)
=(1-(3/4))/(1+(3/4))
=(1/4)/(7/4)
=1/7
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