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if one zero of the polynomial (k2+4)x2+13x+4k is reciprocal of the other find k
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Question:
If one zero of the polynomial f(x)=(k²+4)x²+13x+4k is reciprocal of the other, then k is equal to.
⭕ALGEBRA ( Marks - 20 )
⭕COORDINATE GEOMETRY ( Marks - 06 )
⭕GEOMETRY--Circle+Triangle ( Marks - 15 )
⭕TRIGONOMETRY-- Introduction of Trigo+Application of Trigo ( Marks - 12 )
⭕MENSURATION--Area related to circle+Surface area and volume ( Marks - 10 )
⭕STATISTICS & PROBABILITY-- ( Marks - 11 )
If one zero of the polynomial f(x)=(k²+4)x²+13x+4k is reciprocal of the other, then k is equal to.
⭕ALGEBRA ( Marks - 20 )
⭕COORDINATE GEOMETRY ( Marks - 06 )
⭕GEOMETRY--Circle+Triangle ( Marks - 15 )
⭕TRIGONOMETRY-- Introduction of Trigo+Application of Trigo ( Marks - 12 )
⭕MENSURATION--Area related to circle+Surface area and volume ( Marks - 10 )
⭕STATISTICS & PROBABILITY-- ( Marks - 11 )
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