How many of the following sentences are true statements (1) Paris is in France. (2) Each prime number has exactly two factors. (3) The equation x2+5|x|+6=0 has no real roots. (4) (2+√3) is a complex number. (5) Is 6 a positive integer ? (6) The product of −3 and −2 is −6. (7) The angles opposite to equal sides of an isosceles triangle are equal (8) Oh! it is too hot. (9) Monika is a beautiful girl. (10) Every quadratic equation has at least one real root.

How many of the following sentences are true statements (1) Paris is

1.	How many of the following sentences are true statements (1) Paris is in France. (2) Each prime number has exactly two factors. (3) The equation x2+5\|x\|+6=0 has no real roots. (4) (2+√3) is a complex number. (5) Is 6 a positive integer ? (6) The product of −3 and −2 is −6. (7) The angles opposite to equal sides of an isosceles triangle are equal (8) Oh! it is too hot. (9) Monika is a beautiful girl. (10) Every quadratic equation has at least one real root.
Answer» How many of the following sentences are true statements $(1)$ Paris is in France. $(2)$ Each prime number has exactly two factors. $(3)$ The equation $x^{2} + 5 \| x \| + 6 = 0$ has no real roots. $(4) (2 + \sqrt{3})$ is a complex number. $(5)$ Is $6$ a positive integer $?$ $(6)$ The product of $- 3$ and $- 2$ is $- 6$ . $(7)$ The angles opposite to equal sides of an isosceles triangle are equal $(8)$ Oh! it is too hot. $(9)$ Monika is a beautiful girl. $(10)$ Every quadratic equation has at least one real root.