Find a quadratic polynomial whose zeroes are (3+√5) and (3-√5)
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Answer:
as we know
sum of zeros= -b/a
product of zeros= c/a
where a,b,c stands for
ax²+bx+c
Step-by-step explanation:
sum of zeros = 3+√5+3-√5=-6/1
product of zeros= (3+√5)×(3-√5)=3²-√5²=9-5=4/1
so equation will be 1x²-6x+4
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