Question

a garden has 1000 plants ha wants to planf these in such a way that the number of column remain same find the mimimum number of plants he needs more for this

Answer 1

$\textbf{Answer}$

$\textbf{Total number of plants = 1000}$

Since gardener wants to plant these in such a way that-

$\textbf{Number of Rows = Number of Columns}$

He has 1000 plants with him,but he can not plant these 1000 plants to make rows and columns same because -
$\textbf{1000 is not a perfect square}$

Nearest perfect square number to 1000 -

961 = (31)^2
1024 = (32)^2

Since 1024 is more close to the number 1000,
So it means gardener wants 1024-1000 plants more,

$\textbf{That is 24 more plants}$.

So a gardener wants 24 more plants so that he can plant all the plants in same number of rows and columns.

$\textbf{Hope My Answer Helped}$

$\textbf{Thanks}$

Answer 2

\textbf{Total number of plants = 1000}Total number of plants = 1000 

Since gardener wants to plant these in such a way that-

\textbf{Number of Rows = Number of Columns}Number of Rows = Number of Columns

He has 1000 plants with him,but he can not plant these 1000 plants to make rows and columns same because -
\textbf{1000 is not a perfect square}1000 is not a perfect square 

Nearest perfect square number to 1000 -

961 = (31)^2
1024 = (32)^2

Since 1024 is more close to the number 1000,
So it means gardener wants 1024-1000 plants more,

\textbf{That is 24 more plants}That is 24 more plants .

So a gardener wants 24 more plants so that he can plant all the plants in same number of rows and columns.