Question 1 Report
Table X below contains data on the distribution of Groundnut production in four regions of country M in the year 2013. Use the data in the table to answer the questions that follow.
| Country | Groundnut production in metric tones |
| A | 100,000 |
| B | 260,000 |
| C | 200,000 |
| D | 80,000 |
(a) Using the map of country M and a scale of one dot to represent 20,000 metric tonnes, produce dots to represent the data.
(b) State three disadvantages of dot maps.
Map of country M showing groundnut production in the year 2013
| Region | Groundnut production (metric tonnes) |
|---|---|
| A | 100,000 |
| B | 260,000 |
| C | 200,000 |
| D | 80,000 |
(a) Producing the dot map
On a dot map each dot stands for a fixed quantity, here 1 dot = 20,000 metric tonnes. Divide each region's output by 20,000 to find the number of dots to place inside that region on the map of country M:
| Region | Production | Working | Number of dots |
|---|---|---|---|
| A | 100,000 | 100,000/20,000 | 5 dots |
| B | 260,000 | 260,000/20,000 | 13 dots |
| C | 200,000 | 200,000/20,000 | 10 dots |
| D | 80,000 | 80,000/20,000 | 4 dots |
Draw all dots the same size and spread them evenly within each region's boundary (more dots where output is larger, so region B is most crowded and region D least). Add a title and a key stating that one dot represents 20,000 metric tonnes.
(b) Three disadvantages of dot maps
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