Question

What is the smallest 6 -digit number which is a perfect square by long division method

Answer 1

Answer:

2*2*2*2*2*3*3*3*3*3.we see that both 2 and3 do not exist in pairs hence to make the number a perfect square we should device it by 2 and 3 respectively 2*3=6 hence we should decide it by six

Answer 2

Answer: 110777

Step-by-step explanation:

The smallest 6 digit number is 111111 . So, we need to find the square for 111111 first

We get 333.33 as the remainder

Now. 111111-333.33 = 110777.67

So, 110777 is the smallest 6 digit perfect square