There are 8 bears on the bus. How many do you need to add to make 10 bears on the bus?
<img data-fr-image-pasted="true" src="data:image/png;base64,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
2
Draw a shape that has 3 sides and 3 corners. What is it?
Triangle
<img data-fr-image-pasted="true" src="data:image/png;base64,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
19
=
How many dots need to be added for it to be equal?
4
John had 3 cookies. Joseph gave him 4 more. How many cookies do they have all together?
7 cookies
There are 3 bears on the bus. How many do you need to add to make 10 bears on the bus?
7
Draw a shape that has no straight sides and no corners.
The shape is round.
Circle
<img data-fr-image-pasted="true" src="data:image/png;base64,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
17
=
How many dots need to be added for it to be equal?
1
Miriam has 7 stickers. Evelyn gave her 2. How many stickers does Miriam have?
9 stickers
There are 6 bears on the bus. How many do you need to add to make 10 bears on the bus?
Draw a shape that has 4 sides and 4 corners.
Each side must be the same length.
What shape?
Square
<img data-fr-image-pasted="true" src="data:image/png;base64,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
18
=
5
Leonardo has 2 dinosaurs. Jacob gives him 3 more. How many dinosaurs does Leonardo have now?
5 dinosaurs
There are 2 bears on the bus. How many do you need to add to make 10 bears on the bus?
8
Draw a shape that has 4 sides and 4 corners.
2 sides must be the same length. 2 sides must be another length. What shape?
<img data-fr-image-pasted="true" src="data:image/png;base64,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
13
=
7
Alexis has 5 legos. Tyler has 5 legos. How many legos do they have all together?
10 legos
There are 9 bears on the bus. How many do you need to add to make 10 bears on the bus?
<img data-fr-image-pasted="true" src="data:image/png;base64,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
1
Draw a shape that has 6 sides and 6 corners.
What shape is it?
Hexagon
<img data-fr-image-pasted="true" src="data:image/png;base64,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
14
=
10
Itzel has 4 cupcakes. Annabelle has 2 cupcakes. How many cupcakes do they have all together?
6 cupcakes