Each country will have a representative of 565 people in that political gathering.
- Numbers of participant in the political gathering in south america = 7910
- Number of countries equally represented = 14
Further Explanation
To determine how many representatives attended the gathering from each country, the numbers of participant in the political gathering in south america (7910) will be divided by the number of countries equally represented (14) i.e. 7910 ÷ 14
Therefore,
= 7910 ÷ 14
= \(\frac{7910}{14}\)
= 565
Thus there will be 565 people representing each country in that political gathering in south america.
For confirmation, 565 can be multiply by 14, and the resulting value will still be 7910
= 565 x 14
= 7910.
The mathematical problem given above is a form of number problem, and it deals with division. In order to derive a solution, two significant figures (7910 and 14) were divided by each other, thereby producing a final numerical value (565).
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KEYWORDS:
- political gathering
- south America
- 14 countries
- representatives
- bodmas
- dividing
