Question

a general wishing to arrange his men who were 335250 a number in the form of a square found that there were 9 men left over.how many men were there in each row​

Answer 1

Answer:

There are 579 men in each row.

Step-by-step explanation:

Given that 9 men left over.

So, the number of men formed the square is 335250 - 9 = 335241

When the number of men is same in each row to the number of rows,

so, the number of men is √335241 = 579

The answer is 579 men.

Answer 2

According to the given details in above question.

We have to find the number of men in each row.

Step-by-step explanation:

Given ,

Total number of men = 335250

Number of men left over = 9

Step-1:

General wishing to arrange the number of men in square ,then we have to find the perfect square root of 335250.

As 9 men are left , then

• Number of men remaining= 335250-9

So,

• Number of men remaining= 335241

Step-2:

Now, the number of men is same in each row .

$Number \: of \: rows = \sqrt{335241}$

$Number \: of \: rows = \sqrt{579 \times 579}$

$Number \: of \: men \: in \: each\: rows \: = 579$

Hence ,

The 579 mens are there in each row .So ,general arrange his 579 men in one row out if 335241.

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