What statement regarding precedence of operators is accurate?

The assignment operator $)=>($ is higher in precedence than exponentiation $(****).$

The comparison operators $)=(,!,{}_1$:$)=,>($ are higher in precedence than the assignment operator $)=(.$

The addition and subtraction operators $(t_{,})$are lower in precedence than the logical conjunction operator $($and$).$

The logical conjunction $($and$)$ is higher in precedence than the logical negation $($not$).$