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prove if the statement is true, else form it's negation and prove that is true:
## \forall y \in (x | x \in \mathbb Z , x \geq 1), 5y^2 + 5y + 1 ##
I think it's true, but I can't really even get started to prove it
I really suck at these and need help please, thank you!
## \forall y \in (x | x \in \mathbb Z , x \geq 1), 5y^2 + 5y + 1 ##
I think it's true, but I can't really even get started to prove it
I really suck at these and need help please, thank you!