find quadratic polynomial with zero 5 and 11
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Answered by
0
Quadratic polynomial = x²+(sum of zeros)x+(product of zeros)
=X²+16x+55
=X²+16x+55
Answered by
9
Hii friend,
Let Alpha = 5 and beta = 11
Therefore,
Sum of zeros = (Alpha + Beta) = (5+11) = 16
And,
Product of zeros = (Alpha × Beta) = (5×11) = 55
Therefore,
Required Quadratic polynomial = X²-(Alpha + Beta)X + Alpha × Beta
=> X²-(16)X +55
=> X²-16X+55..
HOPE IT WILL HELP YOU..... :-)
Let Alpha = 5 and beta = 11
Therefore,
Sum of zeros = (Alpha + Beta) = (5+11) = 16
And,
Product of zeros = (Alpha × Beta) = (5×11) = 55
Therefore,
Required Quadratic polynomial = X²-(Alpha + Beta)X + Alpha × Beta
=> X²-(16)X +55
=> X²-16X+55..
HOPE IT WILL HELP YOU..... :-)
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