Grade and Section

(-2) + (-4) =

(a)  

7 - 3 =

(a)  

8 x 8 =

(a)  

(-24) $\div$ (-2) =

(a)  

(-1) + (-9) =

(a)  

0 - (-6) =

(a)  

9 + 7 =

(a)  

(-23)  $\div$  (-1) =

(a)  

(-6) x (-8) =

(a)  

4 - 5 =

(a)  

(-36)  $\div$  (-6) =

(a)  

8 x 5 =

(a)  

3 - 7 =

(a)  

(-4) + (-8) =

(a)  

(-2) + 0 =

(a)  

9  $\div$  3 =

(a)  

(-5) x (-1) =

(a)  

0  $\div$  (-9) =

(a)  

4 - 6 =

(a)  

(-1) + (-2) =

(a)  

1  $\div$  1 =

(a)  

(-9) - (-8) =

(a)  

0 x 5 =

(a)  

6 - 3 =

(a)  

-1 - (-4) =

(a)  

(-7) + (-9) =

(a)  

(-16)  $\div$   (-2) =

(a)  

(-4) x 2 =

(a)  

(-8) x (-6) =

(a)  

28  $\div$  7 =

(a)  

5 - 0 =

(a)  

64  $\div$  (-8) =

(a)  

(-9) + (-4) =

(a)  

(-1) x (-6) =

(a)  

8 x 3 =

(a)  

2 - 5 =

(a)  

(-4) x 1 =

(a)  

32  $\div$  4 =

(a)  

3 - 2 =

(a)  

(-6) + (-7) =

(a)  

(-9) + (-9) =

(a)  

1 x 0 =

(a)  

(-3) - (-5) =

(a)  

(-6) + (-4) =

(a)  

(-40)  $\div$   (-5) =

(a)  

12  $\div$   3 =

(a)  

(-4) + (-7) =

(a)  

45  $\div$   (-9) =

(a)  

8 - 2 =

(a)  

7 x 1 =

(a)  

(-12)  $\div$  (-4) =

(a)  

7 x 3 =

(a)  

8 - 8 =

(a)  

(-5) + (-2) =

(a)  

(-1) + (-9) =

(a)  

0 + (-6) =

(a)  

9 x (-7) =

(a)  

(-3)  $\div$   (-1) =

(a)  

6 - (-8) =

(a)  

(-4) x 5 =

(a)  

6  $\div$  (-6) =

(a)  

8 x 5 =

(a)  

3 - 7 =

(a)  

4 - (-8) =

(a)  

(-2) x 0 =

(a)  

9 - 3 =

(a)  

(-15)  $\div$  (-1) =

(a)  

0 + (-9) =

(a)  

(-48)  $\div$  6 =

(a)  

(-1) + (-2) =

(a)  

1 - 1 =

(a)  

(-9) + (-8) =

(a)  

0 + 5 =

(a)  

6 x 3 =

(a)  

(-1) x (-4) =

(a)  

(-7) + (-9) =

(a)  

(-18)  $\div$   (-2) =

(a)  

4 x 2 =

(a)  

(-8) - (-6) =

(a)  

35  $\div$  7 =

(a)  

5 x 0 =

(a)  

7 - 8 =

(a)  

(-9) + (-4) =

(a)  

(-1) + (-6) =

(a)  

8 - 3 =

(a)