Question

A man plants his orchard with 5625 trees and arranges them so that there are as many
rows as there are trees in each row. How many rows are there?
​

Answer 1

Question:

Question:75 rows are there in the orchard in which the man arranges the trees.

Given:

The number of trees planted by a man in his orchid = 5625

No of rows = no of trees arranged in a row

To find:

No of rows in the orchard =?

Solution:

Total no of trees = 5625

Since No of rows = no of trees arranged in a row

Let the no of rows = x

Therefore, the no of trees arranged becomes = x

$: \implies \tt \red{5625 = x } \\ : \implies \tt \red{ \sqrt{5625 } = x } \\ \\ \boxed{\mathfrak{ \underline{ \purple{x = 75 }}}}$

➠ Therefore, 75 rows are in the orchard

Answer 2

Answer:

Question:

Question:75 rows are there in the orchard in which the man arranges the trees.

Given:

The number of trees planted by a man in his orchid = 5625

No of rows = no of trees arranged in a row

To find:

No of rows in the orchard =?

Solution:

Total no of trees = 5625

Since No of rows = no of trees arranged in a row

Let the no of rows = x

Therefore, the no of trees arranged becomes = x

$\begin{gathered} : \implies \tt \red{5625 = x } \\ : \implies \tt \red{ \sqrt{5625 } = x } \\ \\ \boxed{\mathfrak{ \underline{ \purple{x = 75 }}}}\end{gathered}$