The table below shows the frequency distribution of the weights (in grams) of pre-1964 quarters.
Weight (g) Frequency
6.000-6.049 1
6.050-6.099 3
6.100-6.149 6
6.150-6.199 10
6.200-6.249 11
6.250-6.299 5
6.300-6.349 4
6.350-6.399 1
Use the frequency distribution to construct a histogram. Does the histogram appear to depict data that have a normal distribution? Why or why not?
Choose the correct histogram below.
A.
A histogram with horizontal axis labeled "Weight (grams)" from 6 to 6.4 in intervals of 0.05 and vertical axis labeled "Frequency" from 0 to 15 in intervals of 5 contains vertical bars with heights as follows: 6 to 6.05, 1; 6.05 to 6.1, 4; 6.1 to 6.15, 5; 6.15 to 6.2, 11; 6.2 to 6.25, 10; 6.25 to 6.3, 6; 6.3 to 6.35, 3; 6.35 to 6.4, 1.
B.
A histogram with horizontal axis labeled "Weight (grams)" from 6 to 6.4 in intervals of 0.05 and vertical axis labeled "Frequency" from 0 to 20 in intervals of 5 contains vertical bars with heights as follows: 6 to 6.05, 6; 6.05 to 6.1, 8; 6.1 to 6.15, 11; 6.15 to 6.2, 15; 6.2 to 6.25, 16; 6.25 to 6.3, 10; 6.3 to 6.35, 9; 6.35 to 6.4, 6.
C.
A histogram with horizontal axis labeled "Weight (grams)" from 6 to 6.4 in intervals of 0.05 and vertical axis labeled "Frequency" from 0 to 15 in intervals of 5 contains vertical bars with heights as follows: 6 to 6.05, 1; 6.05 to 6.1, 3; 6.1 to 6.15, 6; 6.15 to 6.2, 10; 6.2 to 6.25, 11; 6.25 to 6.3, 5; 6.3 to 6.35, 4; 6.35 to 6.4, 1.