Addition Equations Subtraction Equations Multiplication Equations Division Equations

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Addition Equations Subtraction Equations Multiplication Equations Division Equations Wild Card 5 pt 5 pt

Addition Equations Subtraction Equations Multiplication Equations Division Equations Wild Card 5 pt 5 pt 10 pt 10 pt 15 pt 15 pt 20 pt 20 pt 25 pt 25 pt 1

Solve: 81 = 17 + x 2

Solve: 81 = 17 + x 2

x = 64 3

x = 64 3

Solve: x + 62 = 93 4

Solve: x + 62 = 93 4

x = 31 5

x = 31 5

Solve: p + 51 = 76 6

Solve: p + 51 = 76 6

p = 25 7

p = 25 7

Solve: 107 = 19 + j 8

Solve: 107 = 19 + j 8

j = 88 9

j = 88 9

Write and solve an equation for this statement: the number of flowers, f, increased

Write and solve an equation for this statement: the number of flowers, f, increased by 8 is 27. 10

f + 8 = 27; f = 19 11

f + 8 = 27; f = 19 11

Solve: p – 2 = 5 12

Solve: p – 2 = 5 12

p=7 13

p=7 13

Solve: 40 = x – 11 14

Solve: 40 = x – 11 14

x = 51 15

x = 51 15

Solve: x – 56 = 19 16

Solve: x – 56 = 19 16

x = 75 17

x = 75 17

Solve: a – 40 = 57 18

Solve: a – 40 = 57 18

a = 57 19

a = 57 19

When 17 is subtracted from a number, the result is 64. Write an equation

When 17 is subtracted from a number, the result is 64. Write an equation that can be used to find x. Then, solve for x. 20

x – 17 = 64; x = 81 21

x – 17 = 64; x = 81 21

Solve: 3 x = 12 22

Solve: 3 x = 12 22

x=4 23

x=4 23

Solve: 8 = 4 w 24

Solve: 8 = 4 w 24

w=2 25

w=2 25

Solve: 56 = 7 b 26

Solve: 56 = 7 b 26

b=8 27

b=8 27

Solve: 4 y = 0 28

Solve: 4 y = 0 28

y=0 29

y=0 29

Write and solve a multiplication equation for this statement. An ostrich could maintain its

Write and solve a multiplication equation for this statement. An ostrich could maintain its maximum speed for 5 hours. It could run 225 miles. How fast could the ostrich run? 30

5 x = 225; x = 45 miles per hour 31

5 x = 225; x = 45 miles per hour 31

Solve: y = 4 5 32

Solve: y = 4 5 32

y = 20 33

y = 20 33

Solve: z = 12 4 34

Solve: z = 12 4 34

z = 48 35

z = 48 35

Solve: r = 9 9 36

Solve: r = 9 9 36

r = 81 37

r = 81 37

Solve: c = 11 15 38

Solve: c = 11 15 38

c = 165 39

c = 165 39

A number halved and then halved again is equal to 2. What was the

A number halved and then halved again is equal to 2. What was the original number? 40

The original number is 8. (8 ÷ 2 = 4; 4 ÷ 2 =

The original number is 8. (8 ÷ 2 = 4; 4 ÷ 2 = 2) 41

Solve: a + 7 = 25 42

Solve: a + 7 = 25 42

a = 18 43

a = 18 43

Solve: 121 = 11 d 44

Solve: 121 = 11 d 44

d = 11 45

d = 11 45

Solve: 3 = t – 8 46

Solve: 3 = t – 8 46

t = 11 47

t = 11 47

Solve: k = 6 9 48

Solve: k = 6 9 48

k = 54 49

k = 54 49

Is this a solution (yes or no)? 108 ÷ a = 12 if a

Is this a solution (yes or no)? 108 ÷ a = 12 if a = 9 50

Yes, it is a solution. 51

Yes, it is a solution. 51