Wed Dec 10
After completing the Check-your-understanding questions, which were important for everyone to do?
Pick one problem that you did and show your work to you neighbor.
On the blank side, write: First name, last name, U6T5
First, model the division. Then, check your answer with the standard algorithm.
My gas tank has 7/8 of a tank of gas in it. I use 1/4 of a tank of gas to drive to my daughter's sports events -- and I will need to go multiple times. How many trips can it make?
Vocabulary
Notes
Improper fraction (e.g. 7/4)
An improper fraction is a fraction where the top number (numerator) is bigger than or the same as the bottom number (denominator), meaning it represents one whole or more than one whole
Mixed number (e.g. 5 3/4)
A mixed number is a way to write a number that's bigger than one by combining a whole number and a proper fraction
Direct Instruction
Notes
In order to divide or multiply a mixed number, you must change it into an improper fraction (so the entire number stays together)
To change a mixed number into an improper fraction, multiply the whole number by the denominator, then add the numerator to that result to get your new numerator, keeping the original denominator the same.
Direct Instruction
Notes
If your quotient (the answer to a division problem) is an improper fraction, convert it into a mixed number.
To change an improper fraction to a mixed number, divide the numerator by the denominator: the whole number result becomes the whole part, the remainder becomes the new numerator, and the denominator stays the same.
If you want to review changing mixed numbers into improper fractions (and vice versa), grab a worksheet and feel free to work on it on your own.
My Responsibilities
Due 12/10
1. Check-your-understanding questions:
Do your own, you choose where to start, check your work with the students around you. If you need help, get help. If someone needs help, give help.
2. Make sure that you have notes in your math notebook (things to remember)
3. If you get stuck, choose to persevere: review your thinking, try another approach, ask for help, search
Lesson 2
Discuss (2 min)
After completing the Check-your-understanding questions, which were important for everyone to do?
Pick one problem that you did and show your work to you neighbor.
Lesson 2
Entry Ticket (5 min)
On the blank side, write: First name, last name, U6T5
First, model the division. Then, check your answer with the standard algorithm.
My gas tank has 7/8 of a tank of gas in it. I use 1/4 of a tank of gas to drive to my daughter's sports events -- and I will need to go multiple times. How many trips can it make?
Lesson 1
Vocabulary
Notes
Improper fraction (e.g. 7/4)
An improper fraction is a fraction where the top number (numerator) is bigger than or the same as the bottom number (denominator), meaning it represents one whole or more than one whole
Mixed number (e.g. 5 3/4)
A mixed number is a way to write a number that's bigger than one by combining a whole number and a proper fraction
Lesson 1
Direct Instruction
Notes
In order to divide or multiply a mixed number, you must change it into an improper fraction (so the entire number stays together)
To change a mixed number into an improper fraction, multiply the whole number by the denominator, then add the numerator to that result to get your new numerator, keeping the original denominator the same.
Lesson 1
Lesson 1
Direct Instruction
Notes
If your quotient (the answer to a division problem) is an improper fraction, convert it into a mixed number.
To change an improper fraction to a mixed number, divide the numerator by the denominator: the whole number result becomes the whole part, the remainder becomes the new numerator, and the denominator stays the same.
Lesson 1
Review
If you want to review changing mixed numbers into improper fractions (and vice versa), grab a worksheet and feel free to work on it on your own.
Lesson 1
Lesson 1
My Responsibilities
Due 12/10
1. Check-your-understanding questions:
Do your own, you choose where to start, check your work with the students around you. If you need help, get help. If someone needs help, give help.
2. Make sure that you have notes in your math notebook (things to remember)
3. If you get stuck, choose to persevere: review your thinking, try another approach, ask for help, search