Question

A man plants 15376 apple trees in his garden and arranges them so that there are as many rows as there are apples trees in each row. The number of rows is

Answer 1

in this we need to find number of rows such that they are equal to number if apples in a row
so logically it will be the square root of the number
√15376=124 rows

Answer 2

Answer:124

Step-by-step explanation:

If we read the question carefully then we came to know that only a square is a shape or arrangement which has the same number of elements in rows and columns.

Since man plants 15376 apple trees in his garden and arranges them in such a way that the number of rows and coloumns becomes the same in other words there are as many rows as there are apple trees in each row.

We have to find the number of rows and coloumns which will be the same

Since 15376 apple trees are planted in the garden which clarifies that the apple covers the area of the garden.

From the theory, of the question, we also understand that the garden is in a square shape.

Let the number of rows and columns be x which is also the side of a square-shaped garden.

Since for square area is side*side

hence area of the square will become x*x which is nothing but 15376

now $x^{2} =15376$

On solving we get,

X=124

Therefore, 124 rows and coloumns are made up by the man.

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