Numbers
Addition & Subtraction
Positions
Shapes & Patterns
Lengths
100

How to spell "10"?

Ten

100

12 + 6 = ?

18

100

How to write "8th" in words?

Eighth 

100

What is this shape?


How to spell it?

Circle

100

a) Name 2 things that are taller than you.

b) Name 2 things that are shorter than you.

Any acceptable answers.

a) door / classroom / teacher / .....

b) book / chair / pencil / .....

200

How to spell "12"?

Twelve

200

20 - ? = 15

5

200

Point out the answer.

The third cupcake from the right.

     

The third cupcake from the right


200

I have 4 equal sides. What am I?

How to spell?

Square

200

a) Which is shorter?


b) Which is taller?

       

a) Blue pencil

b) Orange flower

300

a) Which is greater?  17 or 18


b) Which is smaller?  12 or 20

a) 18


b) 12

300

a) 15 - 7 = ?

b) 8 + 9 = ?

a) 15 - 7 = 8

b) 8 + 9 = 17

300

a) How to write "fourth" in number?

b) How to write "10th" in words?

c) How to write "5th" in words?

a) 4th

b) tenth

c) fifth

300

What am I?

I have 3 sides.

a) Draw the shape on the whiteboard.

b) How to spell?

Triangle

300

Arrange the children. Start with shortest.

   James            Charlie              Lola

                

Charlie, Lola, James

400

Arrange the numbers. Start with greatest.

15 , 17 , 6

17 , 15 , 6

400

Use these numbers to complete the number bonds and number sentences below. (Write the answers on the whiteboard)

3      5      8

+=         +=

-=          -=

5 + 3 = 8            3 + 5 = 8

8 - 3 = 5             8 - 5 = 3

400

a)What is the missing position?

1st, 2nd, ___, 4th

b) How to spell it?

a) 1st, 2nd, 3rd, 4th

b) Third

400

Say 3 things about a rectangle. 

a) I have....

b) I have...

c) I don't have...

Any 3 acceptable answers.

a) I have 4 sides

b) I have 2 long sides & 2 short sides

c) I don't have 3 sides /  I am not round

400

Use "longer", "shorter" or "taller" to fill in the blanks. (3 questions)

a) A giraffe is ____ that a zebra.

 

b) The book is ____ than the bag.

 

c) The red ribbon is ____.

a) A giraffe is taller that a zebra.

b) The book is shorter than the bag.

c) The red ribbon is longer.

500

What are the missing number?

15, ___ , 11, 9, ___ 5

15, 13, 11, 9, 7, 5

500

Suzie has 16 candies. She gives 7 away to her brother. How many candies does she have left?

a) What is the key word?

b) What should we do? + or -?

c) Write the equation and answers on the board

    =  

a) left / give away

b) -

c) 16 - 7 = 9

500

Look at these letters.

A  B  C  D  E  F  G

a) The letter ___ is fifth from left.

b) A is ___ position from the right.

c) C is in between ___ and ___.

A  B  C  D  E  F  G

a) The letter E is fifth from left.

b) A is seventh position from the right.

c) C is in between B and D.

500

What is the missing shape?

a)      ?

b)     ?    

a)

b) 

500

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

a) A table is about 7 units long.

b) The chair is the shortest.

c) The table is about 9 units long.

d) Sofa, table, chair

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