A general arranges his soldiers in rows and columns to form a perfect

1.	A general arranges his soldiers in rows and columns to form a perfect square. He finds that in doing so, 50 soldiers are left. If the total number of soldiers be 4811, find the number of soldiers in each row.
Answer» Answer: 69 Step-by-step explanation: FIRSTLY, Total no of soldiers - no. of soldiers remaining = 4811-50 =4761 Thus, (no.of ROWS)^2=4761 = No.of rows= √4761 = No.of rows= 69 So the no.of soldiers in each ROW is 69 as no.of columns and no. of rows are same. Mark me Brainliest :)

A general arranges his soldiers in rows and columns to form a perfect square. He finds that in doing so, 50 soldiers are left. If the total number of soldiers be 4811, find the number of soldiers in each row.

Answer»

Answer:

Step-by-step explanation:

FIRSTLY,

Total no of soldiers - no. of soldiers remaining

= 4811-50

=4761

Thus, (no.of ROWS)^2=4761

= No.of rows= √4761

= No.of rows= 69

So the no.of soldiers in each ROW is 69 as no.of columns and no. of rows are same.

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