Consider the following three statements: P: 5 is a prime number Q:...

$P$ is true

$Q$ is False

$R$ is True

\left(1\right)P ∨ \left(~ Q ∧ R\right) = T ∨ \left(T ∧ T\right) = T$</p><p>\left(2\right)\left(T ∧ F\right) ∨ \left(F\right) = F ∨ F = F$

\left(3\right)\left(F\right) ∨ \left(F ∧ T\right) = F ∨ F = F$</p><p>\left(4\right)F ∧ \left(T ∧ T\right) = F ∧ T = F$