The monthly profits earned by shops of a shopping complex are shown as the following frequency
distribution.
Profit
05 – 25 25 – 45 45-65 65-85 85 – 105 105 - 125
(in thousand)
No. of shops 2-7-12-16-11-4
Draw a ' more than type; ogive for the above data.
Answers
More than type oGive Graph is drawn for Monthly Profit of Shops in a shopping complex
Step-by-step explanation:
Profit Frequency More than
05-25 2 52
25 - 45 7 50
45-65 12 43
65-85 16 31
85 -105 11 15
105 - 125 4 4
Graph is attached
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The required more than type; ogive is shown below:
Step-by-step explanation:
Consider the provided frequency distribution.
To draw the "More than type Ogive" we can follow the steps shown below:
- Put the lower limit on x-axis
- Put the cumulative frequency on y-axis and plot the points (x,y)
- Join the points.
The required table is:
Profit Cumulative frequency (More than)
More than 5 52
More than 25 52-2=50
More than 45 50-7=43
More than 65 43-12=31
More than 85 31-16=15
More than 105 15-11=4
The required more than type; ogive is shown below:
#Learn more
Draw a less than and more than ogive in the same graph and find ...
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