Scott takes an examination. The examination is in two parts, a theory test and a practical test. Both parts must be passed to pass the examination. The probability that Scott passes the theory test is $$\(0.9\)$$. The probability that $$\(S\)$$ cott passes the practical test is $$\(0.8\)$$. Find the probability that Scott passes the examination, .............................................
Exam No：0580_w21_qp_43 Year：2021 Question No：10(b)(i)
Answer:
\(0.72\) oe
Knowledge points:
E8.5 Calculate the probability of simple combined events, using possibility diagrams, tree diagrams and Venn diagrams. (In possibility diagrams, outcomes will be represented by points on a grid, and in tree diagrams, outcomes will be written at the end of branches and probabilities by the side of the branches.)
Solution:
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