If one of the zeros of 2x² + ax + 3 is 1, find the other zero and the value
of a
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0
Answer:-
- 2x² + ax + 3
- putting zero of the polynomial
- p(1)= 2(1)² + a(1) + 3
- evaluation gives a=-5
- now the other zero of the polynomial =
- 2x² + ax + 3 =
- 2x² + -5x + 3=0
- 2x² +-2x-3x + 3=0
- 2x (x-1) -3 (x-1)
- therefore (2x -3)(x-1)
- x=3/2 is the other zero
Answered by
0
Answer:
2(1) ^2 + a ×1 +3 =0
2+a+3=0
5+a=0
a =-5
2x^2 -5x +3 =
2x^2 -2x-3x +3=0
2x(x-1) -3(x-1) =0
(2x-3) (x-1) =0
2x-3=0, x-1=0
2x=3 , x=1
x=3/2 , x=1 ans
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