find the value of
*VILE 15 Ina A ABC riglat angled at C, if tan A
TO
sin A cos B+COS A sin B.
1
1
Hot in which tan A =
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Answer:
x² + 3 x - ( a² + a - 2 ) = 0
==> x² + 3 x - ( a² + 2 a - a - 2 ) = 0
==> x² + 3 x - ( a ( a + 2 ) - 1 ( a + 2 ) ) = 0
==> x² + 3 x - ( a + 2 )( a - 1 ) = 0
==> x² + ( ax + 2 x - ax + x ) - ( a + 2 )( a - 1 ) = 0
==> x² + x( a + 2 ) - x ( a - 1 ) - ( a + 2 )( a - 1 ) = 0
==> x ( x + a + 2 ) - ( a - 1 ) ( x + a + 2 )
==> ( x + a + 2 )( x - a + 1 ) = 0
Hope it helps you....
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