Questions: You are working on a math course that has 100 lessons and have already completed 31 of them. You are able to complete one lesson per day. How many days will it take you to complete the course? N=1 d+31 d=[?]

You are working on a math course that has 100 lessons and have already completed 31 of them. You are able to complete one lesson per day.

How many days will it take you to complete the course?

N=1 d+31
d=[?]
Transcript text: You are working on a math course that has 100 lessons and have already completed 31 of them. You are able to complete one lesson per day. How many days will it take you to complete the course? \[ \begin{array}{l} N=1 d+31 \\ d=[?] \end{array} \]
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Solution

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Solution Steps

To determine how many days it will take to complete the course, we need to subtract the number of lessons already completed from the total number of lessons and then calculate the remaining days required to complete the rest of the lessons.

Step 1: Determine the Total Number of Lessons

The total number of lessons in the course is given as: \[ \text{total\_lessons} = 100 \]

Step 2: Determine the Number of Completed Lessons

The number of lessons already completed is given as: \[ \text{completed\_lessons} = 31 \]

Step 3: Calculate the Remaining Lessons

To find the number of lessons remaining, subtract the number of completed lessons from the total number of lessons: \[ \text{remaining\_lessons} = \text{total\_lessons} - \text{completed\_lessons} = 100 - 31 = 69 \]

Step 4: Determine the Number of Days Needed

Since you can complete one lesson per day, the number of days needed to complete the remaining lessons is: \[ \text{days\_needed} = \text{remaining\_lessons} = 69 \]

Final Answer

\[ \boxed{69} \]

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