If ‘x’ is the square of a natural number y, then ‘y' is

.If ‘x’ is the square of a natural number y, then ‘y' is*(a) The square of ’x’(b) √x and greater than or equal to x(c) An odd numberd) √x and less than or equal to x

Which one of the following can't be the square of natural number ?

Which one of the following can't be the square of natural number ?Options3097628561None of these14364275625

Let the universe of discourse of x and y be the set of integers.Let P(x, y) denote "x = y^2."Then, from the following, the one that is False isQuestion 7Answera.ForEvery x ThereExists y NOT P(x, y).b.ForEvery y ThereExists x P(x, y).c.ThereExists x ForEvery y NOT P(x, y).d.ForEvery x ThereExists y P(x, y).

A negative number squared is always ....a negative number.a positive number.Not real.a irrational number.