Question

X^2+1 has no real zeroes why?

Answer 1

For example, z2+1 has no real zeros (because its two zeros are not real numbers). x2−2 has no rational zeros (its two zeros are irrational numbers). ... The fundamental theorem of algebra states that a polynomial (with real or complex coefficients) of degree n has n zeros in the complex numbers (counting multiplicities).

Answer 2

Step-by-step explanation:

here

${x}^{2} = - 1$

this denotes x=(-1)^1/2=i which is a imaginary ....it s not real ....so it doesnt have any real roots....tq....hope it helps u ....plz leave a thnx....plz mark as branliest...tq