Lisa runs 3 miles on the third day of the month and she repeated her run every 4 days for the rest of the month. What equation describes the sequence of days of that month that lisa ran?

Y-4x➕3
4✖,The days of the month
➕3, the days she already ran

To find the equation that describes the sequence of days Lisa ran, we need to determine the pattern and then express that pattern mathematically.

From the information given, Lisa runs 3 miles on the third day of the month and repeats her run every 4 days for the rest of the month. This means she runs on day 3, day 7, day 11, day 15, and so on.

The pattern is that Lisa runs every 4 days starting from day 3. We can express this pattern using the following equation:

Day = 4x + 3,

where x represents the number of times Lisa has repeated her run after the first run on day 3.

Let's break down the equation:

- The term 4x represents the number of repetitions of Lisa's run. As each repetition occurs every 4 days, it increments by 4 each time.
- The constant term 3 represents the initial day Lisa started running, which is day 3.

So, the equation Day = 4x + 3 describes the sequence of days in the month that Lisa ran.