7. (4 pts) Shown below is the Bayesian network corresponding to the Burglar Alarm problem. P(E) P(M) B E P(A) (Burglary) 002 t .70 t t B (Alarm) E (Earthquake) .95 A .01 t f 94 (John calls) J M (Mary calls) A P(J) f t 29 P(B) t 90 f f .001 001 f 05 The probability tables show the probability that variable is True, e.g., P(M) means P(M=t). Write down an expression that will evaluate to P( J=t, M=f, A=f, B =f, E =t). Express your answer as a series of numbers (numerical probabilities) separated by multiplication symbols. You do not need to carry out the multiplication to produce a single number (probability). SHOW YOUR WORK