Find a quadratic polynomial without sum and products of zeroes are -2√3 and -9 respectively.ok
Answers
Answered by
0
Hi friend!!
The correct question is Find a quadratic polynomial with sum and products of zeroes are -2√3 and -9 respectively
We know that,
The equation of the polynomial will be given by x²-(sum of roots)x+(product of roots) =0
→x²-(-2√3)x-9=0
→x²+2√3x-9=0
I hope this will help you ;)
The correct question is Find a quadratic polynomial with sum and products of zeroes are -2√3 and -9 respectively
We know that,
The equation of the polynomial will be given by x²-(sum of roots)x+(product of roots) =0
→x²-(-2√3)x-9=0
→x²+2√3x-9=0
I hope this will help you ;)
Answered by
0
Hey
Here is your answer,
Sum of zeroes =-2√3
Product of zeroes = -9
Polynomial = x^2 - (Sum of zeroes)x+(product of zeroes)
=x^2 -(-2√3)x + (-9)
=x^2 +2√3x -9
Hope it helps you!
Here is your answer,
Sum of zeroes =-2√3
Product of zeroes = -9
Polynomial = x^2 - (Sum of zeroes)x+(product of zeroes)
=x^2 -(-2√3)x + (-9)
=x^2 +2√3x -9
Hope it helps you!
Similar questions