Find a quadratic polynomial whose sum is 0 and their product is -1.
Answers
Answered by
1
Heya !!!
Sum of zeroes = 0
And,
Product of zeroes = -1
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes )X + Product of zeroes
=> X² - (0)X + (-1)
=> X² - 1
★ HOPE IT WILL HELP YOU ★
Sum of zeroes = 0
And,
Product of zeroes = -1
Therefore,
Required quadratic polynomial = X²-(Sum of zeroes )X + Product of zeroes
=> X² - (0)X + (-1)
=> X² - 1
★ HOPE IT WILL HELP YOU ★
VijayaLaxmiMehra1:
:-)
Answered by
0
Hey!!
_____________
Sum of zeroes = 0
alpha + beta = 0
______________
Product of zeroes = -1
alpha × beta = -1
___________________
In the quadratic form
p (x) = x^2 - (alpha + beta ) + ( alpha × beta )
= x^2 - 0 + ( - 1)
= x^2 - 1.=> Answer
Hope it will helps you:-)
_____________
Sum of zeroes = 0
alpha + beta = 0
______________
Product of zeroes = -1
alpha × beta = -1
___________________
In the quadratic form
p (x) = x^2 - (alpha + beta ) + ( alpha × beta )
= x^2 - 0 + ( - 1)
= x^2 - 1.=> Answer
Hope it will helps you:-)
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