Question

Numder series?
3, 6, 24, 144,? ​

Answer 1

The missing number is 1152. The series is 3, 6, 24, 144, 1152.

Given:

The number series 3, 6, 24, 144,? ​

To find:

The missing number in the series.

Step-by-step explanation:

Look into the series and find the pattern.

If we multiply the first number by consecutive even numbers, that is, 2,4,6,8, we get the successive numbers.

By applying this pattern, we find the missing number in the series as follows:

We need to multiply the number by even numbers

3×2 = 6 ,

6×4=24 ,

24×6 = 144 ,

144 ×8= 1152.

Thus, the missing number is 1152.

Therefore, the series is 3, 6, 24, 144, 1152.

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Answer 2

Answer:

11152

Step-by-step explanation:

Given,

3,6,24,144.

So,

It can be seen that,

After 3 the number 6 can be obtained when 3 is multipled by 2.

Similarly, after 6 the number 24 can be obtained when 6 is multiplied by 4.

Similarly, after 24 the number 144 can be obtained when 24 is multiplied by 6.

Thus, if 144 is multiplied by 8 it can be obtained 1152.

It is because first the number 2 is multiplied then leaving 3, number 4 is multiplied. Similarly, leaving 5 the number 6 is multiplied. Therefore, leaving 7, number 8 is multiplied by which 1152 number is obtained.

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