find the quadratic polynomial,the sum and product of whose zeros are 0 and-3/5 respectively.hence find the zeros
Answers
GIVEN
In a quadratic Polynomial p(x)
Sum of zeros = 0
Product of Zeros = -3/5
TO FORM
P(x)
SOLUTION
To form a quadratic Polynomial use below formula,
x^2 - (Sum of Zeros)x + Product of Zeros
=> [x^2 - 0x + -3/5 ] k
where k is any constant
=> [x^2 - 3/5] k
=> 5x^2 - 3 , where k = 5 (ANS)
The quadratic polynomial is 5x^2 - 3
Answer:
hello my dear stranger!
polynomial is 5x²-3
and the zeroes are ; -3/5 and 3/5
Step-by-step explanation:
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take care fellows and here is your answer ! byeeee
as we all know x²-(a+B)x+aB (people here a= alpha and B=beeta) really sorry
so x²-0x-3/5
ie,x²-3/5
x²-3/5 =0 gives 5x²-3 is the required polynomial
(5x²-3²) ie idenity 3
(a+b)(a-b)
so (√5x +√3)(√5x -√3) =0
=(5x+3)(5x-3)=0
x=-3/5 and x=3/5
these are the zeroes of the required polynomial!!!!!