0, there exists x ∈ S such that x ≥ M" ? [27 Jul 2021 Shift 2] Options: there exists M > 0, such that x there exists M > 0, there exists x ∈ S such that x ≥ M there exists M > 0, there exists x ∈ S such that x there exists M > 0, such that x ≥ M for all x ∈ S Solution: {P}: for all {M}>0, there exists {x} \\in{S} such that {x} \\geq{M} \∼{P}: there exists {M}>0, for all {x} \\in{S} Such that {x}" >
