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A gardener has 660 plants. he wants to plant those in such a way that the number of rows and the number of columns remain same. The
minimum number of plants he needs more for this is
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there are total 660 plants,
it is given that row and column are same
let, no of row and column be x.
therefore,total plants=rows × columns
total plants=x × x=x^2
the nearest perfect square no from 660 is 676
therefore, no of plants=676-660=16
the required plants is 16
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