Find the quadratic polynomial whose zeroes are 5 and 3
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formula:x²-(a+b)x+ab=0
substitute a=5;b=3 you'll get the answer
i.e x²-8x+15=0..
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Answer:
Let a= 5 and b= -3
Sum of zeros = (a+b)=5+(-3)=2
Product of zeros = ab = 5×-3 = -15
So , the required polynomial is
×^2 - (a+b)× + ab = ×^2 - 2× + (-15)
= ×^2 -12× -15
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