Question

a gardener wishes to plant 5997 plants in such a manner that there are as many plants are in a row has there are a number of rows and found the 68 plants are left over how many rows with the gardener plant also find how many more plants are needed so that we can plan them have per his wish and no plant is left over​

Answer 1

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Solution:

Solution:Here, plants = 1000

Solution:Here, plants = 1000Since the remainder is 39.

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000Next perfect square number 32^2=1024322=1024

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000Next perfect square number 32^2=1024322=1024Hence, number to be added

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000Next perfect square number 32^2=1024322=1024Hence, number to be added= 1024 – 1000 = 24

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000Next perfect square number 32^2=1024322=1024Hence, number to be added= 1024 – 1000 = 24\therefore1000+24=1024∴1000+24=1024

Solution:Here, plants = 1000Since the remainder is 39.Therefore 31^2<1000312<1000Next perfect square number 32^2=1024322=1024Hence, number to be added= 1024 – 1000 = 24\therefore1000+24=1024∴1000+24=1024Hence, the gardener required 24 more plants.