The overall shape of the distribution is right skewed, so the A is correct option.
The number of states having the percentage between 10% and 14.9% is 24.
The number of states has their percentage width above 45% is 3.
What is histogram?
Part A : The overall shape of the distribution is right skewed, so the A is correct option.
Part B: Each bar in the histogram is showing the percentage width of 5%
There are 8 bars from the mid point 12.5% to 52.5%.
Let's calculate the percentage width
Width in percentage = 52.5 -12.5/
= 5%
Each bar is of width 5 percentage.
The mid point of the first bar is 12.5%
Lower class width 12.5 - 2.5 = 10%
Upper class width 12.5 + 2.5 = 15% .
The first bar represents the number of states having their percentage between 10% and 14.9%.
The frequency corresponding to this bar is 24 (This is determined from the vertical axis)
The number of states having the percentage between 10% and 14.9% is 24.
Part C: It is asking for how many states had their percentage above 45%
First bar(10 - 15)%
Second bar(15 - 20)%
Third bar (20 - 25)%
Fourth bar(25 - 30)%
Fifth bar(30 - 35)%
Sixth bar (35 - 40)%
Seventh bar(40 - 45)%
Eighth bar(45 - 50)%
Only the last bar has percentage width above 45%.
This corresponds to frequency of 3.
The number of states that has their percentage width above 45% is 3.