Question

4. If the middle digit in all the numbers are removed, then which of the following number will be minimum ?
446 362 576 495 241

Answer 1

Answer:

21

because 21 is the least no. in the given no

Answer 2

The required answer is 362.

Given:

Five numbers: 446, 362, 576, 495, and 241.

To Find:

The number which will give us the least number on the removal of the middle term.

Solution:

We have been given five numbers: 446, 362, 576, 495, and 241.

Let us see what numbers we obtain on removing the middle term.

In 446, the middle term is 4, so on removing it we obtain 46.

In 362 the middle term is 6, so on removing it we obtain 32.

In 576 the middle term is 7, so on removing it we obtain 56.

In 495 the middle term is 9, so on removing it we obtain 45.

In 241 the middle term is 4, so on removing it we obtain 46.

On removal of the middle term, we observe that the least of the numbers obtained is 32.

The corresponding number is 362.

∴ The required answer is 362.

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