Anyone please help me to solve no. 20
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Sushant675:
hiii
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Answered by
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Hey......!!! here is ur answer......☺️☺️☺️
Given that,
5cosA–12sinA = 0
=> 5cosA = 12sinA
=> sinA/cosA = 5/12
=> tanA = 5/12 = P/B
{ where Perpendicular = 5 & Base = 12 }
then according to Pythagoras theoram....
H² = P²+B²
=> H² = 5²+12²
=> H² = 25+144 = 169
=> H = 13 then Hypotenuse = 13
Now, sinA = P/H = 5/13 and cosA = B/H = 12/13
Then we have to find...
(sinA+cosA)/(2cosA–sinA)
=> (5/13+12/13)/(2×12/13–5/13)
=> (17/13)/(24/13–5/13)
=> (17/13)/(24–5)/13
=> 17/13/19/13
=> 17/19
=> (sinA+cosA)/(2cosA–sinA) = 17/19.
I hope it will be helpful for you.....✌️✌️✌️
Given that,
5cosA–12sinA = 0
=> 5cosA = 12sinA
=> sinA/cosA = 5/12
=> tanA = 5/12 = P/B
{ where Perpendicular = 5 & Base = 12 }
then according to Pythagoras theoram....
H² = P²+B²
=> H² = 5²+12²
=> H² = 25+144 = 169
=> H = 13 then Hypotenuse = 13
Now, sinA = P/H = 5/13 and cosA = B/H = 12/13
Then we have to find...
(sinA+cosA)/(2cosA–sinA)
=> (5/13+12/13)/(2×12/13–5/13)
=> (17/13)/(24/13–5/13)
=> (17/13)/(24–5)/13
=> 17/13/19/13
=> 17/19
=> (sinA+cosA)/(2cosA–sinA) = 17/19.
I hope it will be helpful for you.....✌️✌️✌️
Answered by
0
hi dear I don't no the answer but can we talk for a while
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