Question
There are two lifts $($Elevators$) E _1$ and $E _2$ in a multistorey building.
The probability that each one is in working condition is $0.9$. Find probability that,
at any point of time,
$(1)$ Only one of the lifts is in working condition.
$(2)$ Both the lifts are in working condition.
$(3)$ None of the lifts is in working condition.
The probability that each one is in working condition is $0.9$. Find probability that,
at any point of time,
$(1)$ Only one of the lifts is in working condition.
$(2)$ Both the lifts are in working condition.
$(3)$ None of the lifts is in working condition.