I want to read pages 3 through 123 of a book in 23 days, reading the same amount of pages (strictly as wholes) each day at least until the last day. How do I figure out how many whole pages I should I read each of those days (except probably the last one) in order to finish reading them on the last day (the last day probably having slightly fewer pages to read than read per day on the other days).

My attempt to figure out the problem went like this. I subtracted 3 (the starting page number) from 123 (the ending page number) reasoning that this would give me the amount of pages. That gave me 120 which I divided by 23 (the number of days) reasoning that this would give me the number for the amount of pages to read per day if divided absolutely equally, which I would round up to the next strictly whole number. Then I would read that amount of pages each day till the last day when the number of pages left to read would be slightly fewer. I got a final answer of 6 pages. But going by that the last day would be eight days ahead of schedule. I found that out by counting out 6 consecutive page numbers for each date (till no more of the page numbers remained) to get the page number to read through for it (so counting out 3, 4, 5, 6, 7, 8 thus getting page 8 for the first day, and 9, 10, 11, 12, 13, 14 thus getting page 14 for the second day et cetera). I have never figured this out through math the many times I've tried it for different books, whatever the amount of pages, whatever the amount of days. I have compromised by physically counting sheets to determine how many sheets per day but that's tedious and not what I want.

I do this to find a minimum to read of it per day and or of how far along to be in it each day. Thank you for helping me balance my life.

Question

I want to read pages 3 through 123 of a book in 23 days, reading the same amount of pages (strictly as wholes) each day at least until the last day. How do I figure out how many whole pages I should I read each of those days (except probably the last one) in order to finish reading them on the last day (the last day probably having slightly fewer pages to read than read per day on the other days).

My attempt to figure out the problem went like this. I subtracted 3 (the starting page number) from 123 (the ending page number) reasoning that this would give me the amount of pages. That gave me 120 which I divided by 23 (the number of days) reasoning that this would give me the number for the amount of pages to read per day if divided absolutely equally, which I would round up to the next strictly whole number. Then I would read that amount of pages each day till the last day when the number of pages left to read would be slightly fewer. I got a final answer of 6 pages. But going by that the last day would be eight days ahead of schedule. I found that out by counting out 6 consecutive page numbers for each date (till no more of the page numbers remained) to get the page number to read through for it (so counting out 3, 4, 5, 6, 7, 8 thus getting page 8 for the first day, and 9, 10, 11, 12, 13, 14  thus getting page 14 for the second day et cetera). I have never figured this out through math the many times I've tried it for different books, whatever the amount of pages, whatever the amount of days. I have compromised by physically counting sheets to determine how many sheets per day but that's tedious and not what I want.

I do this to find a minimum to read of it per day and or of how far along to be in it each day. Thank you for helping me balance my life.

Simplifier · Accepted Answer

Okay, let's make this super simple! First, you're on the right track with finding the total number of pages. Think of it like this: if the book started at page 1, you could just look at the last page number to know how many pages there are. Since it starts at page 3, you need to adjust. You did that by subtracting the starting page (3) from the ending page (123), which gives you 120 pages to read.

Now, to figure out how many pages to read each day, you want to divide those 120 pages as evenly a

Elementary School Math Teacher · Answer

Okay, let's break this down together. It sounds like you're on the right track! First, let's double-check the total number of pages. You want to read from page 3 to page 123, so we need to include both of those pages. Think of it like this: if you were reading from page 1 to page 3, that's pages 1, 2, and 3 – a total of 3 pages, not 3 - 1 = 2 pages. So, to find the total pages, we subtract the starting page from the ending page and then add 1: 123 - 3 + 1 = 121 pages.

Now, you want to spread th

High School Guidance Counselor · Answer

Okay, let's break this down. It sounds like you're aiming for a consistent, manageable reading schedule, which is great for balancing your time.

First, your initial calculation was correct: 123 - 3 = 120 pages total. To find the pages per day, you divided 120 by 23 days, which gives you approximately 5.22 pages per day. Since you want to read whole pages, you'll read 5 pages each day for the first 22 days. That's 5 pages/day * 22 days = 110 pages.

Then, to figure out the last day, you subtract

Math Anxiety Therapist · Answer

It sounds like you're experiencing a lot of frustration and self-doubt when trying to tackle this problem. It's completely understandable to feel overwhelmed when math triggers those feelings. Remember, it's not about whether you're "good" at math, but about finding a method that works for you without causing unnecessary stress.

Your initial approach was logical. Let's gently tweak it. You correctly identified that you need to read 120 pages (123 - 3). Instead of rounding up after dividing by 2

Time Management Coach · Answer

It sounds like you're on the right track! The key is to work with whole numbers of pages. You correctly identified that you need to read 120 pages total (123 - 3 = 120).

To figure out the daily page goal, divide the total pages (120) by the number of days (23). This gives you approximately 5.22 pages per day. Since you want to read a whole number of pages each day, read 5 pages for the first 22 days. This will leave you with 10 pages to read on the 23rd day (120 - (22 * 5) = 10).

This approach

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Simplifier

Elementary School Math Teacher

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Math Anxiety Therapist

Time Management Coach

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Simplifier

Elementary School Math Teacher

High School Guidance Counselor

Math Anxiety Therapist

Time Management Coach

Points of agreement

Points of disagreement

Perspectives

Consensus

👍 Agreement

👎 Disagreement

Agreement

Disagreement

Agreement

Disagreement