Question

1. What will be the quotient, if you divide one-tenth of the smallest 6-digit number by one-fifth of the smallest 3-digit number?​

Answer 1

Answer:

Smallest 6-digit number=100000

1/10 of 100000 =1/10×100000=10000

Smallest 3-digit number=100

1/5 of 100 =1/5×100=20

Dividing 10000 by 20

= 10000÷20=500

So,The quotient will be 500

Answer 2

Answer:

Required quotient is 500.

Step-by-step explanation:

Here we want to divide one-tenth of the smallest 6-digit number by one-fifth of the smallest 3-digit number.

We know,the smallest 6-digit number$= 100000$

So,one-tenth of the smallest 6-digit number$= \frac{100000}{10} = 10000$

Again smallest three digit number $= 100$

So,one-fifth of the smallest 3-digit number$= \frac{100}{5} = 20$

Now,$\frac{10000}{20} = 500$

Required quotient is 500.

Some extra informations-

1.Smallest one digit number $= 0$

2.Greatest one digit number $= 9$

3.Smallest two digit number $= 10$

4. Greatest two digits number $= 99$

5. Smallest three digit number $= 100$

6. Greatest three digit number $= 999$

7. Smallest four digit number $= 1000$

8. Greatest four digit number $= 9999$

9. Smallest five digit number $= 10000$

10. Greatest five digit number $= 99999$

e.t.c.