Question

find the least number which must be subtracted from 18625 to make it a perfect squares​

Answer 1

Given :

The number = 18625

To Find :

The least number which must be subtracted from 18625 to make it a perfect squares​ .

Solution :

Applying long division rule

Find The attach figure

, From the figure it is clear that the remainder number 129 ,

∴ , least number = 129

So, The remainder number is subtracted from 18625

So, The new number = 18625 - 129

                                   = 18496

Now,

The square root of new number = $\sqrt{18496}$

                                                      = 136

Hence, The least number that subtracted from 18625 to make perfect square is 129 . Answer

Answer 2

Answer:

Given :

The number = 18625

To Find :

The least number which must be subtracted from 18625 to make it a perfect squares​ .

Solution :

Applying long division rule

Find The attach figure

, From the figure it is clear that the remainder number 129 ,

∴ , least number = 129

So, The remainder number is subtracted from 18625

So, The new number = 18625 - 129

                                  = 18496

Now,

The square root of new number =  

                                                     = 136

Hence, The least number that subtracted from 18625 to make perfect square is 129 . Answer

Step-by-step explanation: