Question

find the least number that must be added to 7348 to make a perfect square. find perfect square and square root.

Answer 1

Given:

7348

To find:

least number that must be added to 7348 to make a perfect square.

Solution:

1) A Perfect square is the number which is formed by the multiplying a whole number with itself only.

2) If we try to find the square by the division method so at the last step we will go for the number which is greater then the needed and after that the remaining number after the subtraction would be the least number to be added to make it a perfect square.

3) By performing the second step we get the number is 48.

Perfect square = 7348 + 48 = 7396

Square root $\sqrt{7396}$ = 86.

Answer 2

Step-by-step explanation:

so if you helps you please like