7.6.3

Last updated about 2 years ago

14 questions

1

1. Solve each equation without a calculator.
a)

1

15

4

1

6 + 3x = 30

1

1. Solve each equation without a calculator.
a)

1

1. Solve each equation without a calculator.
b)

1

1. Solve each equation without a calculator.
c)

1

1. Solve each equation without a calculator.
d)

15

2. Complete the magic squares so that the sum of each row, each column, and each diagonal in a grid are all equal.

4

3. Draw a tape diagram to match each equation.

1

EXIT TICKET
1. Which equation does the diagram NOT match?

6 + 3x = 30

3 (x + 6) = 30

3x = 30 - 6

30 = 3x + 6

1

EXIT TICKET
2. Draw a tape diagram that matches the equation you chose above.

1. Solve each equation without a calculator.
b)

1. Solve each equation without a calculator.
c)

1. Solve each equation without a calculator.
d)

2. Complete the magic squares so that the sum of each row, each column, and each diagonal in a grid are all equal.

3. Draw a tape diagram to match each equation.

4. Select ALL the equations that match the tape diagram.

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
a) 135 miles in 3 hours

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
b) 22 miles in 1/2 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
c) 7.5 miles in 1/4 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
d) 100/3 miles in 2/3 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
3) 97 & 1/2 miles in 3/2 hour

EXIT TICKET
1. Which equation does the diagram NOT match?

3 (x + 6) = 30

3x = 30 - 6

30 = 3x + 6

EXIT TICKET
2. Draw a tape diagram that matches the equation you chose above.

4. Select ALL the equations that match the tape diagram.

B

C

D

E

F

45 miles

50 miles

65 miles

45 miles

50 miles

65 miles

45 miles

50 miles

65 miles

45 miles

50 miles

65 miles

44 miles

45 miles

50 miles

65 miles

7.6.3

1. Solve each equation without a calculator.a)

1. Solve each equation without a calculator.a)

1. Solve each equation without a calculator.b)

1. Solve each equation without a calculator.c)

1. Solve each equation without a calculator.d)

2. Complete the magic squares so that the sum of each row, each column, and each diagonal in a grid are all equal.

3. Draw a tape diagram to match each equation.

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. a) 135 miles in 3 hours

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. b) 22 miles in 1/2 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. c) 7.5 miles in 1/4 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. d) 100/3 miles in 2/3 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. 3) 97 & 1/2 miles in 3/2 hour

EXIT TICKET1. Which equation does the diagram NOT match?

EXIT TICKET2. Draw a tape diagram that matches the equation you chose above.

1. Solve each equation without a calculator.b)

1. Solve each equation without a calculator.c)

1. Solve each equation without a calculator.d)

2. Complete the magic squares so that the sum of each row, each column, and each diagonal in a grid are all equal.

3. Draw a tape diagram to match each equation.

4. Select ALL the equations that match the tape diagram.

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. a) 135 miles in 3 hours

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. b) 22 miles in 1/2 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. c) 7.5 miles in 1/4 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. d) 100/3 miles in 2/3 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate. 3) 97 & 1/2 miles in 3/2 hour

EXIT TICKET2. Draw a tape diagram that matches the equation you chose above.

1. Solve each equation without a calculator.
a)

1. Solve each equation without a calculator.
a)

1. Solve each equation without a calculator.
b)

1. Solve each equation without a calculator.
c)

1. Solve each equation without a calculator.
d)

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
a) 135 miles in 3 hours

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
b) 22 miles in 1/2 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
c) 7.5 miles in 1/4 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
d) 100/3 miles in 2/3 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
3) 97 & 1/2 miles in 3/2 hour

EXIT TICKET
1. Which equation does the diagram NOT match?

EXIT TICKET
2. Draw a tape diagram that matches the equation you chose above.

1. Solve each equation without a calculator.
b)

1. Solve each equation without a calculator.
c)

1. Solve each equation without a calculator.
d)

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
a) 135 miles in 3 hours

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
b) 22 miles in 1/2 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
c) 7.5 miles in 1/4 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
d) 100/3 miles in 2/3 hour

5. Each car is traveling at a constant speed. Find the number of miles each car travels in 1 hour at the given rate.
3) 97 & 1/2 miles in 3/2 hour

EXIT TICKET
2. Draw a tape diagram that matches the equation you chose above.