First or Second Grade

A child stands facing the class and says: “I am thinking of two numbers

which make nine. What are they?” One child may ask: “Are they seven

and two?” Another may ask: “Are they four and five?” The child keeps

standing until the right answer is given. Another child stands and says

to the class: “Of what am I now thinking in the table of twos?” In the

same way as stated above, the other pupils may guess until correct

answer is given.

Take a large square of cardboard and cut nine holes, each 6 inches in

diameter numbering them from 1 to 9 inclusive. Have the children toss

bean bags at the holes, and count score by the numbers of the holes

through which the bags fall. This would be good to use in the 3rd grade

in learning the multiplication tables by giving each child two trials

and multiplying the two results. In the 1st grade it could be used for

simple addition.

Place from ten to fifteen simple examples on the board. As soon as a

child begins adding, subtracting, or multiplying, which ever the case

may be, he continues until he makes a mistake, when another pupil helps

him and he continues. The child finishing with the fewest mistakes and

the least number of minutes wins.

Materials--A large box of colored beads or other interesting

counting material. A smaller box or tray for each child might help.

Description--Each child is given or takes the number of beads

representing the largest number to be reviewed. One child presents

a closed hand to another saying: “How many beads in my hand?” The

child so addressed may answer any number not larger than the amount

agreed upon. His guess results in forfeits. A correct guess gives him

the entire contents of the closed hand. If his guess is too large he

must place in the hand as many more as are needed to make the number

guessed. If his guess is too small he must place in the large box the

difference between his guess and the hand. The game continues. The

object is to see who has the most beads at the end. After the children

know combinations this game may be played in pairs at the desks for

seat work.

Suggestions for seat work and games, primary grades · 第 15 / 19 题