Solve this one plzzzzz
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Heya......✋
Answer is in attachment
hope it helps...:)
Answer is in attachment
hope it helps...:)
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Priyamalikmalik:
thanks again
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Hey Friend!!
cos¢ = 2t / 1 + t² = b/h (base) / (height )
by Applying Pythagoras theorem .
P (perpendicular )=
=> √ ( 1 + t) ² - (2t)²
=> √( 1 + t² + 2t - 4t²
=> √-3t² + 2t + 1
=> √-3t² + 3t - t + 1
=> √ - 3t ( t - 1 ) - 1 ( 1 - 1 )
=> √( -3t - 1 )( t-1 )
P= √(-3t - 1 ) ( t - 1 )
tan¢ = P/b
putting the value of P and b
tan¢ = √(-3t - 1 )(t-1 ) / ( 1 + t²)
__________________________
Hope it helps you !!!
@Rajukumar111
cos¢ = 2t / 1 + t² = b/h (base) / (height )
by Applying Pythagoras theorem .
P (perpendicular )=
=> √ ( 1 + t) ² - (2t)²
=> √( 1 + t² + 2t - 4t²
=> √-3t² + 2t + 1
=> √-3t² + 3t - t + 1
=> √ - 3t ( t - 1 ) - 1 ( 1 - 1 )
=> √( -3t - 1 )( t-1 )
P= √(-3t - 1 ) ( t - 1 )
tan¢ = P/b
putting the value of P and b
tan¢ = √(-3t - 1 )(t-1 ) / ( 1 + t²)
__________________________
Hope it helps you !!!
@Rajukumar111
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