Find a quadratic polynomial each with the sum and product of zeroes as alpha and beta
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Answered by
0
Product of roots = beta
Sun of roots = alpha
Quadratic equation is given by the general equation
X^ 2 - ( sum of roots ) x + product of roots
X^ 2 - (alpha)x + beta have any doubt bro ask in comment box have a nice day
Sun of roots = alpha
Quadratic equation is given by the general equation
X^ 2 - ( sum of roots ) x + product of roots
X^ 2 - (alpha)x + beta have any doubt bro ask in comment box have a nice day
Answered by
2
Hey there!
Alpha (α) is multiplication of roots.
Beta (β) is addition of roots.
Here is formula:
x² - (alpha)x + (beta)
or
x² - (α)x + (β)
Hope it helps you!
Alpha (α) is multiplication of roots.
Beta (β) is addition of roots.
Here is formula:
x² - (alpha)x + (beta)
or
x² - (α)x + (β)
Hope it helps you!
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