DIVIDING 4-DIGIT NUMBERS
3,648 ÷ 6
608
Write the first partial quotient you would subtract in solving 4,504 ÷ 4.
1,000 (because 4 × 1,000 = 4,000)
6 pounds → ounces
1lb=16oz
96 oz
Find the perimeter: length 12 ft, width 4 ft.
32 ft
There are 48 muffins. They’re packed into boxes of 6.
How many boxes?
8 boxes
A factory packs 4,860 beads into boxes of 9.
How many boxes can they fill?
540 boxes
Make a model represents 6,048 ÷ 6?
Area model splits 6,048 into 6,000 + 48 → quotient = 1,008
A jug holds 3 liters of juice.
How many milliliters is that?
3,000 mL
A rectangle has an area of 63 sq ft and a width of 7 ft.
What is the length?
9 ft
A class earns 3,250 points in a fundraiser.
If they share the points across 5 teams, how many points per team?
650 points
Estimate 5,127 ÷ 7 using a friendly number.
5,127 ≈ 4,900 → 4,900 ÷ 7 = 700
A student wrote partial quotients:
800, 300, 20.
Their dividend was between 10,000 and 12,000.
What could the division problem be?
11,220 ÷ 10 = 1,122
A rope measures 84 inches. How many feet is that?
7 ft
A garden is 18 m long and 11 m wide.
What is the perimeter?
58 m
A patio is 9 ft wide and has an area of 117 sq ft.
What is its length?
13 ft
Divide using partial quotients: 7,392 ÷ 8
924
Explain what a partial quotient represents in a division model.
A large “chunk” of the dividend you subtract at once based on repeated multiplication of the divisor.
A runner jogs 2.5 miles each day.
How many yards is this?
1 mile=1760 yards
4,400 yards
A rectangle has a perimeter of 50 cm.
If the length is 15 cm, what is the width?
10 cm
A school buys 7,280 crayons to divide among 8 grade levels.
How many crayons per grade?
910 crayons
A fundraiser sold 6,315 tickets. They group tickets in stacks of 5.
How many full stacks can they make and how many tickets are left over?
1,263 stacks
Solve using any method: 9,072 ÷ 7
1,296
A science class pours 4 quarts of water equally into pint-sized containers.
How many containers can they fill?
8 pints → 8 containers
Two rectangles have the same area.
Rectangle A: 8 cm × 12 cm
Rectangle B: 6 cm × ___ cm
Find the missing side so the areas match.
16 cm
A tank holds 4 gallons of water.
If one experiment uses 3 cups, how many experiments can be run?
(1 gallon = 16 cups)
4 gallons = 64 cups → 21 experiments with 1 cup left over