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A milestone occurring in which of these increments of time will be the farthest to the left on a timeline? 4 months 5 days 3 weeks 2 years

User Tekiegreg
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2 Answers

11 votes

Final answer:

The 2-year milestone will be the farthest to the left on a timeline because it represents the longest time increment compared to 4 months, 3 weeks, or 5 days.

Step-by-step explanation:

A student has inquired about which milestone occurring in different increments of time - 4 months, 5 days, 3 weeks, or 2 years - will be represented furthest to the left on a timeline. To answer this question, we need to compare the lengths of these time increments and determine which is the longest.

Here's how the increments compare:

  • 5 days is the shortest amount of time.
  • 3 weeks is longer than 5 days, as 3 weeks equals 21 days.
  • 4 months is longer than 3 weeks. If we assume the shortest possible months, that's at least 28 days per month, which is a minimum of 112 days total.
  • 2 years is the longest increment, as it includes at least 24 months or approximately 730 days if we consider non-leap years.

Therefore, the milestone occurring at the 2-year mark would be the farthest to the left on a timeline since time on a timeline progresses from left (past) to right (future), and 2 years represents the longest time ago from a current point.

User CMarius
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3.7k points
11 votes

Answer:

A milestone occurring in 3 years of increments of time will be the farthest to the right on a timeline.

Step-by-step explanation:

Here in the given options the increments of time are given.

Here, 3 years > 8 months > 12 weeks > 60 days.

Because, 3 years ≡ (3 × 365) days ≡ 1095 days

8 months ≡ (8 × 30) days ≡ 240 days

12 weeks ≡ (12 × 7) days ≡ 84 days.

Therefore, a milestone occurring in 3 years of increments of time will be the farthest to the right on a timeline.

User Shawn Shroyer
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3.0k points