Question

9. How many females represented in the Venn diagram below are right-handed? (1 poimt) 200 females ight-handed 103 32 wear glasses O 103 71 144 135
10. Two events, 4 and B, are disjoint. What is the probability that both A and B will occur at the same time? o 0.5 0 1 11. Which event below is independent of event A? (1 point) A: You get to work on time. O There are no accidents on the road Its snowing outside. )You remember to pick up milk on the way home. O Your alarm goes off
Identify the sample space in the following tree diagram. (1 poing TTT, ITH, THT, THH, HTT, HTH, HHT, HHH H. T HT, TH, TT, HT
13. The probability of event A occurring is 0.3 and the probability of event B occurring is 0.4. What is P(A and B) given that A and B are independent events? 0 0.7 o 0.12 o 0.1 O 0.3 14. What is the probability the sum of two rolled dies is 12? (1 point) 0 1/12 o 1/6 O 1/36
15. Find the indicated probability (l point) Find the probability of correctly answering the first 5 questions on a multiple choice test if random guesses are made and each question has 6 possible answers. 6 5 15625 7776
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Answer #1

9. right handed females = only right handed + common between right handed and wear glasses

= 103+32 = 135 (d)

10. Two events are mutually exclusive or disjoint if they cannot occur at the same time.

So probability of both occur at same time=0 (a)

11. Answer is (c)

What you do on the way home has nothing to do with what you have to do to get to work in the morning.

(a) There were no accidents on the road will help you getting to work on time.

(b) It's snowing can make you late.

(d) Your alarm better go off can make you late on work

12.

Start joining the lines of the tree from the very first node to branches

First H then H then H So HHH

First H then H then T So HHT

First H then T then H So HTH

First H then T then T So HTT

and similarly for FIRST T

So correct option is (a)

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