two events that occur at the same time or finding the probability of both events together
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I am unable to understand ur question
U r asking regarding probability of what
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firstly you have to write
S={whatever the terms are} then,
n(S)={the number of terms} then,
take event A={whatever the event is} then,
n(A)={whatever the number is of event A} then,
take event B={whatever the event is } then,
n(B)={ whatever the number is of event B}
then find probability of event A by
P(A)=n(A)/n(S)...... and
probability of event B by P(B)=n(B)/n(S)
Hence your probabilities are gained.
S={whatever the terms are} then,
n(S)={the number of terms} then,
take event A={whatever the event is} then,
n(A)={whatever the number is of event A} then,
take event B={whatever the event is } then,
n(B)={ whatever the number is of event B}
then find probability of event A by
P(A)=n(A)/n(S)...... and
probability of event B by P(B)=n(B)/n(S)
Hence your probabilities are gained.
boss2003:
your welcome
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