What is the difference between the range of the electoral votes per state and the modal number of electoral votes in the followi
ng data set? PLEASE EXPLAIN HOW TO DO IT ALSO
State Number of Electoral Votes
California 55
Florida 27
Illinois 21
Kentucky 8
Missouri 11
Nevada 5
North Carolina 15
Texas 34
Utah 5
2 answers:
The difference is 45.
The modal number of the electoral votes is 5 because it appears the most.
The range of the electoral votes is 55 - 5 = 50 (Highest minus the lowest).
The difference between the two is found by subtracting them.
50 - 5 = 45
Answer with explanation:
The Data set of State Number of Electoral Votes is
California→ 55
Florida→27
Illinois→21
Kentucky→8
Missouri→11
Nevada→5
North Carolina →15
Texas→34
Utah→5
Range of Data set= Maximum Value of Variate in the data set - Minimum Value of Variate in the data set
= Number of Electoral Votes in California(Maximum) - Number of Electoral Votes in Utah or Nevada(Minimum)
= 55 -5
=50
⇒→Mode of data set , are those variate which appear maximum number of times in the Data set.
Mode=5 , The two states are , Utah and Nevada.
⇒ Difference between the range of the electoral votes per state and the modal number of electoral votes is
=50-5
=45
You might be interested in
No need to estimate. Its 19.8
Answer:
The answer would be 7 3/4
Step-by-step explanation:
Slope formula;
m = y2 - y1/ x2 - x1 (-2, -1), (3, 4)
m = 4 - (-1)/ 3 - (-2)
m = 5/5
m = 1
the slope is 1.
hope this helps, God bless!
We will use the property :
sum of interior angles on same side of transversal =180
(8x-14) + (2x+54)=180
10x+40=180
10x=140
x=14