Q13)
Soln- In the Venn Diagram, the rectangle represents the total number of families which is equal to 9+4 = 13 families.
The shaded area represents the families who own a pet which is equal to 4 families and so 9 families do not own a pet.
So the correct option is-
a) Of 13 families, 4 own a pet. The shaded area represents the families that own a pet.
Q14)
Soln- If two events A & B can't occur at the same time, they are disjoint.
Disjoint events - Two events, A and B, are disjoint if they do not have any common outcomes. In other words, they are mutually exclusive.
For example, a football game can’t be held at the same time as a rugby game on the same field.
Whach of the following descriptions couild rerVe dag pn) 9 families pet 0 simple 15. What...
If a histogram is constructed from the following frequency distribution, how many classes will (1 point) it have? Age Frequency 20 23 30 54 40 75 50 32 60 54 70 67 80 87 80 10 o 20 9. Identify a potentially misleading characteristic of a bar graph. (l poi) O one scale begins at some value other than zero O both scales begin at zero there are gaps between the bars there are no gaps between the bars 10....
3. A confectionery company that uses only natural flavoring is approached by a company that ( produces artificial flavors. The artificial flavor producer presents a study that shows 99% of people cannot tell the difference between artificial flavors and natural flavors. What is the problem with this study? O correlation and causality O self interest O missing data O voluntary response A researcher selects a random sample of 500 college students from Kentucky. It is found that ( 23% of...
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Suppose 16 coins are tossed. Use the normal curve approximation to the binomial distribution to find the probability of getting the following result. More than 11 tails. Use the table of areas under the standard normal curve given below. Click here to view page 1. Click here to view page 2. Click here to view page 3. Click here to view page 4. Click here to view page 5. Click here to view page 6. Binomial probability = (Round to...