Does the polynomial x^2+2 have any zeros ? If so, find them.
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Answer:yes but the zeroes are not real
Step-by-step explanation:
P(x)=x^2+2
p(x)=0 if x is the zero of polynomial
0=x^2+2
x^2=-2
x=+√-2,-√-2
√-1=√i^2 .(i is an imaginary num)
X=√2i^2,-√2i^2
x=√2×i,-√2×i
These are the imaginary zeroes of the p(x)
But here,there exist no real roots for p(x)
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