I think I'm almost finally done sharing activities to review absolute value, opposite, reciprocal, and opposite reciprocal. This was a new skill addition this year, so I had to start from scratch with making review activities!
To understand my rationale for this activity, you kinda need to know what my SBG quiz for this skill looked like. The quiz was in two sections. Here's the first section:
![]()
I decided I wanted students to practice this, but I didn't want to just give them practice problems. I wanted them to roll dice (affiliate link) to determine their practice problems.
![]()
So, I set to making stuff to make this happen.
I created dice templates for students to lay their rolled dice on to form numbers.
![]()
Next, I created a 11 x 17 template that I decided to call "Roll a Number." I printed each template on 11 x 17 card stock (affiliate link) and slid it in an 11 x 17 dry erase pocket (affiliate link).
![]()
Once each group had a dry erase template, dice, and deck of roll a number cards, it was time to start.
Roll a die. This will determine which box you will start with.
![]()
Set your die on the appropriate number so your teacher can more easily check your work later!
![]()
Flip over the top card from your deck of dice/number cards.
![]()
Place this card in the cell of the table that corresponds to the number you rolled on the die earlier. If students rolled a six, I got to choose one for them!
![]()
The number of boxes on your card tells you the number of additional dice that must be rolled. In my case, two!
![]()
Place the dice in the empty boxes to form a number.
![]()
If you weren't lucky enough to roll a 1 and get the original number, it's now time to figure out the original number. Be careful here. If you mess this up, there's a good chance you'll mess up the entire problem!
![]()
Now that I know the original number, I can easily find the absolute value!
![]()
I can also find the reciprocal.
![]()
And the opposite reciprocal.
![]()
Once the boxes are all filled out, it's time to raise your hand and have your teacher check your answers.
There is one flaw in the activity that I did have to warn students about. It is possible to roll a 2 for absolute value and draw a negative dice card. Eek!
![]()
We talked about this possibility and the importance of changing the card to a positive (easy thanks to lamination)!
![]()
This activity gave my students lots of practice and led to lots of great conversations. There were many misconceptions that ended up surfacing that had to be dealt with.
Here are some action shots:
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
![]()
You can download the files for this activity here.
To understand my rationale for this activity, you kinda need to know what my SBG quiz for this skill looked like. The quiz was in two sections. Here's the first section:
So, I set to making stuff to make this happen.
I created dice templates for students to lay their rolled dice on to form numbers.
Next, I created a 11 x 17 template that I decided to call "Roll a Number." I printed each template on 11 x 17 card stock (affiliate link) and slid it in an 11 x 17 dry erase pocket (affiliate link).
Once each group had a dry erase template, dice, and deck of roll a number cards, it was time to start.
Roll a die. This will determine which box you will start with.
Set your die on the appropriate number so your teacher can more easily check your work later!
Flip over the top card from your deck of dice/number cards.
Place this card in the cell of the table that corresponds to the number you rolled on the die earlier. If students rolled a six, I got to choose one for them!
The number of boxes on your card tells you the number of additional dice that must be rolled. In my case, two!
Place the dice in the empty boxes to form a number.
If you weren't lucky enough to roll a 1 and get the original number, it's now time to figure out the original number. Be careful here. If you mess this up, there's a good chance you'll mess up the entire problem!
Now that I know the original number, I can easily find the absolute value!
I can also find the reciprocal.
And the opposite reciprocal.
Once the boxes are all filled out, it's time to raise your hand and have your teacher check your answers.
There is one flaw in the activity that I did have to warn students about. It is possible to roll a 2 for absolute value and draw a negative dice card. Eek!
We talked about this possibility and the importance of changing the card to a positive (easy thanks to lamination)!
This activity gave my students lots of practice and led to lots of great conversations. There were many misconceptions that ended up surfacing that had to be dealt with.
Here are some action shots:
You can download the files for this activity here.