Find a quadratic polynomial, the sum and product of whose zeroes are 3 and 0
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Answered by
1
HEYA!!
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Given that ,
SUM of Zeroes = 3
Product of zeroes = 0
We need to find p(x)
That can be easily done by using the Formula ,
X^2 - SX + P
•Here P and S denotes Sum and Product respectively.
P(X ) = X^2 - 3X + 0
Hence the polynomial p ( x ) = X^2 - 3X = 0
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----------
----------------------------------------------------
Given that ,
SUM of Zeroes = 3
Product of zeroes = 0
We need to find p(x)
That can be easily done by using the Formula ,
X^2 - SX + P
•Here P and S denotes Sum and Product respectively.
P(X ) = X^2 - 3X + 0
Hence the polynomial p ( x ) = X^2 - 3X = 0
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DevilDoll12:
it's correct
Answered by
1
zeros are 3 and 0
factors are (x-3) and (x+0)
multiply both the factors
=>(x-3)(x+0)
=>x²-3x
THIS IS THE REQUIRED QUAD. EQUATION
factors are (x-3) and (x+0)
multiply both the factors
=>(x-3)(x+0)
=>x²-3x
THIS IS THE REQUIRED QUAD. EQUATION
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