In a sequence of numbers where each number is a multiple of 8, which of the foll

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Question: In a sequence of numbers where each number is a multiple of 8, which of the following could be the 5th number in the sequence?

Options:

Correct Answer: 32

Solution:

The 5th number in a sequence of multiples of 8 could be 32 (8 x 4), while the others are not multiples of 8.

In a sequence of numbers where each number is a multiple of 8, which of the following could be the 5th number in the sequence?

In a sequence of numbers where each number is a multiple of 8, which of the following could be the 5th number in the sequence?

Step 1: Understand that a sequence of numbers that are multiples of 8 means each number can be written as 8 times a whole number (like 8, 16, 24, etc.).
Step 2: Identify the pattern of multiples of 8. The first few multiples of 8 are: 8 (1x8), 16 (2x8), 24 (3x8), 32 (4x8), and 40 (5x8).
Step 3: Find the 5th number in this sequence. The 5th number is 40 (5x8).
Step 4: Check if 32 is a multiple of 8. Yes, 32 is 4 times 8 (4x8).
Step 5: Compare 32 and 40. Since 40 is the 5th number in the sequence, 32 cannot be the 5th number, but it is still a multiple of 8.

Multiples of 8 – Understanding that a multiple of 8 can be expressed as 8 times an integer.
Sequence Positioning – Identifying the position of a number in a sequence and how it relates to the sequence's rule.