After working on real-life addition word problems this week, our fun project will begin to tie those experiences to the more abstract number sentences we are familiar with on worksheets like 1+1=2. By now, your child will have been introduced to the concept of putting two groups of numbers together to “make more".
Assemble your cards so that you have them laid out in a blank number sentence template:
[blank card] [+] [blank card] [=] [blank card].
Have your child help you lay out all the number cards in order 1-10 (both sets) so that they can easily see them.
Tell your child that they’re going on an addition expedition! They’ll be searching in two locations for the bugs (stones, fish, etc.) and then adding together how many they find.
Where your child cannot see, hide a small number of the objects in each bowl, for example, 2 in one and 3 in the other. You don’t have to hide all 10 each time. In fact, they should total a variety of different numbers as long as it never totals more than 10.
Turn your child loose to search! Have them carefully find all the objects in one bowl first and place them in a pile above the first blank card in their number sentence. Then, move to the next bowl. After carefully retrieving all the objects in the second bowl, place them in a pile above the second blank card.
Now, guide your child in counting the first pile and selecting the right number card to go under it. Let’s stick with our example and say 2.
Now, their number sentence will read [2] [+] [blank card] [=] [blank card]. Next, have them count the second pile and choose the correct card for it. [2] [+] [3] [=] [blank card]
Read this number sentence to them, pointing to each card as you read it, “Two plus three equals . . .” Now, use their counting together skills practiced earlier in the week to have them count the objects altogether to find the answer and select the correct card. [2] [+] [3] [=] [5] Read the sentence again, “Two plus three equals five!” Do a happy dance!
Repeat by hiding different amounts of objects each time and working slowly through each step to find the answer.