Home Math Forming 2-Digit Numbers | Forming Best and Smallest 2-Digit Quantity

### Forming 2-Digit Numbers | Forming Best and Smallest 2-Digit Quantity

We are going to be taught forming 2-digit numbers.

What number of 2-digit numbers could be shaped utilizing the digits 2
and seven?

There are two methods to make 2-digit numbers utilizing the given
digits.

I. By repeating the digits – 22 and 77

II. With out repeating the digits – 27 and 72

Thus, there are
4 2-digit numbers that may be made utilizing the digits 2 and seven.

Forming Best 2-Digit
Quantity:

For Instance:

1. Construct the best 2-digit quantity attainable utilizing the
digits 5 and 1.

Step 1: Begin with the best digit within the best place.
Since, 5 > 1, put 5 within the tens place.

Step 2: Now put the following best digit within the ones place.

If repetition is allowed, the best 2-digit quantity is 55.

If repetition isn’t allowed, the best 2-digit quantity is
51.

Since 55 > 51, the best 2-digit quantity attainable utilizing
the given digits is 55.

2. Construct the best 2-digit quantity attainable utilizing the
digits 8 and 4.

Step 1: Begin with the best digit within the best place.
Since, 8 > 4, put 8 within the tens place.

Step 2: Now put the following best digit within the ones place.

If repetition is allowed, the best 2-digit quantity is 88.

If repetition isn’t allowed, the best 2-digit quantity is
84.

Since 88 > 84, the best 2-digit quantity attainable utilizing
the given digits is 88.

Forming smallest 2-digit
quantity

For Instance:

1. Construct the smallest 2-digit quantity attainable utilizing the
digits 2 and 1.

Step 1: Begin with the smallest digit within the best place.
Since, 1 < 2, put 1 within the tens place.

Step 2: If repetition is allowed, the smallest 2-digit
quantity is 11.

If repetition isn’t allowed, the smallest 2-digit quantity is
12.

Since 11 < 12, the smallest 2-digit quantity attainable utilizing
the given digits is 11.

2. Construct the smallest 2-digit quantity attainable utilizing the
digits 7 and three.

Step 1: Begin with the smallest digit within the best place.
Since, 3 < 7, put 3 within the tens place.

Step 2: If repetition is allowed, the smallest 2-digit
quantity is 33.

If repetition isn’t allowed, the smallest 2-digit quantity is
37.

Since 33 < 37, the smallest 2-digit quantity attainable utilizing
the given digits is 33.

3. Construct the smallest 2-digit quantity attainable utilizing the
digits 6 and 0, with out repeating any of the digits.

0 < 6, however beginning with zero makes 06, which isn’t a
2-digit quantity.

Therefore, we start with the following smallest digit which is 6.

Now put the following smallest digit which is 0 within the ones
place. Thus, 60 is the smallest 2-digit quantity shaped utilizing the given digits.

Questions on Forming 2-Digit Numbers:

I. Write the best and smallest 2-digit numbers shaped
by the next digits, on condition that the repetition of digits is allowed.

(i) 1, 9             __________; __________

(ii) 0, 7            __________; __________

II. Construct the numbers utilizing the given digits in every of the
following, with out repeating any of the digits.

(i) The best 2-digit quantity utilizing the digits 5 and seven

(ii)
The smallest 2-digit quantity utilizing the digits 0 and eight

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