Question

Find the missing number in the following series 4, 5, 18, 81, ?, 2065
Select one:
С а. 492
Б 272
ОООО
с. 414
a d. 388​

Answer 1

Answer:D) 388 is the answer

Step-by-step explanation:

Answer 2

The given question is we have to find the missing number in the following series

4,5,18,81,?, 2065.

there are options given we have to find the correct option.

The given sequence is defined as a set of integers arranged in a specific order.

A series on the other hand is defined as the sum of a sequence's elements.

The sequence is formed as per the criteria

$4 + {1}^{3} = 5 \\ (5 \times 2) + {2}^{3} = 18 \\ (18 \times 3) + {3}^{3} = 81 \\( 81 \times 4) + {4}^{3} = 388 \\ (388 \times 5) + {5}^{3} = 2065$

Thus, the missing number is 388.

The sequence will be written as 4,5,18,81,388,2065.

Therefore, the final option is correct

# spj2

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