Question

The gardener planted 1156 trees in rows such that the number of rows is equal to the number of trees in each row. Find the number of rows. ​

Answer 1

let the no. of trees(in each row) and no. of rows be x.

A/Q,

no. of trees = the no. of rows x no.of trees

( in each row)

=>(x)x(x) = 1521

=> x^2 = 1521

=> x. = √1521

=> x. = 39

@ 39 answer

$hope \: it \: helps \: you$

Answer 2

Step-by-step explanation:

You are probably asking number of rows.

The solution could be like this ―

Let the number of rows (= Number of trees in each row) is 'n'.

Total number of trees = Number of rows × Number of trees in each row

=> n×n = 1521

=> n = √(1521)

=> n = 39 [Answer]