3600 soldiers are asked to stand in different rows. every row has as many soldiers as there are rows. find the number of rows.
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Given :
- Number of soldiers who were standing in different rows = 3600
- Also, every row has as many soldiers as there are rows.
To Find :
- The number of rows.
Calculations :
Assumption: Let us assume the number of rows as 'x'
Given that,
- Number of soldiers who were standing in different rows = 3600 soldiers.
Also,
- Every row has as many soldiers as there are rows. Eventually, both are of same values. So, we can take it as x + x
Substituting values in the equation,
→ 3600 = x × x
→ 3600 = x²
- Removing the exponent from x by plugging under root bracket under 3600.
→ √3600 = x
→ √60 × 60 = x
→ 60 = x
Therefore, the number of rows is 60 rows.
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