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If the sequence of numbers is arranged such that 3 is to the left of 5 and 7 is

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Question: If the sequence of numbers is arranged such that 3 is to the left of 5 and 7 is to the right of 5, which of the following is true?

Options:

  1. 5 is in the middle
  2. 3 is the largest number
  3. 7 is to the left of 3
  4. 5 is the smallest number

Correct Answer: 5 is in the middle

Solution: 

In the arrangement, 3 is to the left of 5 and 7 is to the right of 5, making 5 the middle number.

If the sequence of numbers is arranged such that 3 is to the left of 5 and 7 is

Practice Questions

Q1
If the sequence of numbers is arranged such that 3 is to the left of 5 and 7 is to the right of 5, which of the following is true?
  1. 5 is in the middle
  2. 3 is the largest number
  3. 7 is to the left of 3
  4. 5 is the smallest number

Questions & Step-by-Step Solutions

If the sequence of numbers is arranged such that 3 is to the left of 5 and 7 is to the right of 5, which of the following is true?
  • Step 1: Identify the numbers in the sequence: 3, 5, and 7.
  • Step 2: Understand the positions: 3 is to the left of 5, which means 3 comes before 5.
  • Step 3: Understand the positions: 7 is to the right of 5, which means 7 comes after 5.
  • Step 4: Arrange the numbers based on their positions: 3 comes first, then 5, and finally 7.
  • Step 5: Conclude that 5 is the middle number in the arrangement.
  • Order of Numbers – Understanding the relative positions of numbers in a sequence.
  • Logical Reasoning – Applying logical reasoning to deduce the correct arrangement of numbers.
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