Question

Find the least number which must be added to 543291 to make it a perfect square

Answer 1

1353 is the no which added 543291 to make it perfect square.

Hope its help u...

Answer 2

The smallest number is which is added to $543291$ make it a perfect square number  $1353$  and the square root of $544644$  is $738$ .

Given: The given number is $543291$

To find: The smallest number is added to the given number to make it a perfect square and also to find the square root of the perfect square.

Solution:

Let x be the smallest number.

 $x + 543291 =$perfect square number

$1353 + 543291 = 544644$

$x = 1353$

Therefore, the smallest number is $1353$ which is added to  $543291$ to make it a perfect square number.

Now the square root of  $544644$ is,

$\sqrt{544633} = \sqrt{(738)(738)} \\\sqrt{544644} = 738$

               

The square root of  $544644$ is $738$ .

Therefore, the smallest number is $1353$ which is added to  $543291$ to make it a perfect square number and the square root of $544644$  is $738$ .

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