$A,\;B$, and $C$ are independent witness of an event which is known to have occurred. $A$ speaks the truth three times out of four, $B$ four times out of five and $C$ five times out of six. What is the probability that the occurrence will be reported truthfully by majority of three witnesses?

Home » , and are independent witness of an event which is known to have occurred. speaks the truth three times out of four, four times out of five and five times out of six. What is the probability that the occurrence will be reported truthfully by majority of three witnesses?

$A,\;B$ , and $C$ are independent witness of an event which is known to have occurred. $A$ speaks the truth three times out of four, $B$ four times out of five and $C$ five times out of six. What is the probability that the occurrence will be reported truthfully by majority of three witnesses?

$A,\;B$ , and $C$ are independent witness of an event which is known to have occurred. $A$ speaks the truth three times out of four, $B$ four times out of five and $C$ five times out of six. What is the probability that the occurrence will be reported truthfully by majority of three witnesses?

As per the given question,