Guys plzz answer the above ques . Thank you
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Its very simple.. Let me help u..
Refer my stepwise solution and ping me for details...
P.S. Q2)The correct question is
tan2A = cot(A-18)
PLZZ MARK AS BRAINLIEST!!
Refer my stepwise solution and ping me for details...
P.S. Q2)The correct question is
tan2A = cot(A-18)
PLZZ MARK AS BRAINLIEST!!
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Thanks a lot !! Really helped
Answered by
1
Hi there!
♦ Q.1 :- 4 tanA = 3
tanA = 3/4 = Perpendicular/Base
So,
Perpendicular = 3k
Base = 4k
By Pythagoras Theorem,
H² = P² + B²
H² = (4k)² + (3k)²
H = √16k² + 9k²
H = √25k² = 5k
Now,
4 sinA - cosA + 1 / 4 sinA + cosA - 1
[ 4 × 3k/5k - 4k/5k + 1 ] / [ 4 × 3k/5k + 4k/5k -1 ]
[ 12/5 - 4/5 + 1 ] / [ 12/5 + 4/5 - 1 ]
[ 13/5 ] / [ 11/5 ]
13/5 × 5/ 11
13/11
♦ Q.2 :- tan 2A = cot (A - 18°)
cot (90° - 2A) = cot (A - 18°)
90° - 2A = A - 18°
3A = 90° + 18°
3A = 108°
A = 108/3
A = 36°
Hence,
Value of 'A' is 36°
[ Thank you! for asking the question. ]
Hope it helps!
♦ Q.1 :- 4 tanA = 3
tanA = 3/4 = Perpendicular/Base
So,
Perpendicular = 3k
Base = 4k
By Pythagoras Theorem,
H² = P² + B²
H² = (4k)² + (3k)²
H = √16k² + 9k²
H = √25k² = 5k
Now,
4 sinA - cosA + 1 / 4 sinA + cosA - 1
[ 4 × 3k/5k - 4k/5k + 1 ] / [ 4 × 3k/5k + 4k/5k -1 ]
[ 12/5 - 4/5 + 1 ] / [ 12/5 + 4/5 - 1 ]
[ 13/5 ] / [ 11/5 ]
13/5 × 5/ 11
13/11
♦ Q.2 :- tan 2A = cot (A - 18°)
cot (90° - 2A) = cot (A - 18°)
90° - 2A = A - 18°
3A = 90° + 18°
3A = 108°
A = 108/3
A = 36°
Hence,
Value of 'A' is 36°
[ Thank you! for asking the question. ]
Hope it helps!
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