Question

If cos A=7/25. Find the value of tanA+cosA​

Answer 1

Answer:

the value of tanA+cosA is 649/175

Step-by-step explanation:

tanA=24/7

CosA=7/25

tanA+cosA=24/7 + 7/25

= (600+49)/175

=649/175

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Answer 2

Step-by-step explanation:

cos A= 7/25= adj / hyp

Pythagoras theorem = (opp)*2+(adj)*2= (hyp)*2

(opp) *2+(7)*2= (25)*2

(opp)*2= 625-49

(opp) *2= 576

opp= 24

tanA+cosA = opp/adj+adj/hyp

= 24/25+7/25

= 31/25

Hope this helps you