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Long Division
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No Remainders
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Remainders
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Headline 3
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This week, we are starting a pretty difficult concept - long division! We are only going to be dividing 2-digit numbers by 1-digit numbers. Start with the videos done by Khan Academy - they do a great job of explaining it with colour coding and all. I have also included my steps-by-step directions as best as I could.
If you would like, PLEASE do reach out to me if you would like to do a video conference with me and I can help walk you through it that way. This is certainly a tricky concept to master through online learning (but I believe in each and every one of you guys! Just keep persevering!)
If you would like, PLEASE do reach out to me if you would like to do a video conference with me and I can help walk you through it that way. This is certainly a tricky concept to master through online learning (but I believe in each and every one of you guys! Just keep persevering!)
Here's what I want you to do:
1) Watch the video
2) Take a look at the steps
3) Give it a try! Try out the 4 questions on the bottom.
(I will also attach a word document at the bottom with all of the questions if you'd rather print them out instead of copy them down to solve)
1) Watch the video
2) Take a look at the steps
3) Give it a try! Try out the 4 questions on the bottom.
(I will also attach a word document at the bottom with all of the questions if you'd rather print them out instead of copy them down to solve)
Practice Questions - Part 1
You can either copy these down to practice, or print the page on the bottom (which has all of your practice questions for the week!)
You can either copy these down to practice, or print the page on the bottom (which has all of your practice questions for the week!)
Here's what I want you to do:
1) Watch the video
2) Take a look at the steps
3) Give it a try! Try out the 4 questions on the bottom.
(I will also attach a word document at the bottom with all of the questions if you'd rather print them out instead of copy them down to solve)
1) Watch the video
2) Take a look at the steps
3) Give it a try! Try out the 4 questions on the bottom.
(I will also attach a word document at the bottom with all of the questions if you'd rather print them out instead of copy them down to solve)
Practice Questions - Part 2
You can either copy these down to practice, or print the page on the bottom (which has all of your practice questions for the week!)
** Special note on the last one - 6 can't fit into 4, so you can look at how many times 6 fits into 43. There will be only one number up top, plus the remainder.
You can either copy these down to practice, or print the page on the bottom (which has all of your practice questions for the week!)
** Special note on the last one - 6 can't fit into 4, so you can look at how many times 6 fits into 43. There will be only one number up top, plus the remainder.
When reading a problem solving question, and a group of something is split equally, that typically indicates that it is a division question. In addition, if part of the question includes "how many would be leftover" - that typically indicates that there will be a remainder. Take a look at the example problem solving question below, then try the other two on your own.
Example: Miss Gerritsen had 74 candies to give away. She wanted to split them between 5 students. How many candies did each student get? How many are left over?
Example: Miss Gerritsen had 74 candies to give away. She wanted to split them between 5 students. How many candies did each student get? How many are left over?
Please try out the problem solving questions below. Remember, always show your work and write a sentence to go with your solution!
1. You are organizing your school supplies. You have 88 pencils that you want to put into pencil cases. If you are putting 6 pencils into each pencil case, how many pencil cases will you need? How many pencils will be leftover?
2. You are serving pizza at your birthday party. If you want to split 72 pieces of pizza between yourself, and 7 other friends, how many pieces of pizza does each person get. How many pieces are left over?
(*Note - don't forget that YOU want some pizza too - so how many people are eating pizza? Hint - it is not just 7)
2. You are serving pizza at your birthday party. If you want to split 72 pieces of pizza between yourself, and 7 other friends, how many pieces of pizza does each person get. How many pieces are left over?
(*Note - don't forget that YOU want some pizza too - so how many people are eating pizza? Hint - it is not just 7)
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division practice | |
File Size: | 368 kb |
File Type: | docx |