Smallest and Largest

Q.

How many $6$ digit number are there in all?

Q.

Take two digits, say $\text{2 and 3}$.Make four-digits numbers, using both the digits equal number of times.

Which is the largest number?

Which is the smallest number?

How many different numbers can you make in all?

Q. Split $73$ into tens and ones.

1. $70$ tens and $3$ ones
2. $3$ tens and $7$ ones
3. $7$ tens and $3$ ones
4. $30$ tens and $7$ ones

Q.

How many numbers in all do we have with $6$ digits?

Q. What would be the difference between the place values of the digits at the tens and units places of a number formed by the addition of the greatest six-digit number and the smallest three-digit number?

1. $81$
2. $72$
3. $63$
4. $54$

Q.

Find the difference between the greatest and least number that can be written using the digits $6,2,7,4,3$ each only once.

Q. Which of the following number does not appear in table of 6?

1. 24
2. 36
3. 48
4. 22

Q. The vendor charges $\$75,815$ for chocolate syrup. He also gives a discount of $\$10,408$.


The final cost of chocolate syrup is .

1. $15, 835
2. $65, 407
3. $72, 365

Q.

Write the greatest and smallest numbers from the given set of numbers.

$6,71,045;5,83,714;8,79,163;4,72,819$

Q. Which of the following number appears in table of 4?

1. 15
2. 18
3. 9
4. 24

Q.

Arrange the given decimal numbers in order of size, starting with the smallest: $200.8,207.8,207.08,206.80,206.08$

Q.

Replace * in $-10$ * $-16$ by $<\mathrm{or}>$ so that the statement is true.