Quiz & test questions Grade 4 Math
Halesford Water Department: A Grade 4 Water Math Quiz
A grade 4 quiz for the fictional Halesford Water Department, mixing multiple-choice, short-answer, and computation items on conversion, multiplication, and rounding.
Objectives
- Students will convert units, multiply, divide with a remainder, and round in a water context.
- Students will explain why a town stores water in a water tower.
Vocabulary
Key words: convert, remainder, round
Teacher overview
This 30-minute quiz is worth 24 points and checks grade 4 water math across a short unit. It mixes two multiple-choice items, two short-answer items, and five computation items covering unit conversion, multi-digit multiplication and division, remainder reasoning, and rounding. The setting is the fictional Halesford Water Department. Each item shows its own point value.
Assessment
The Halesford Water Department runs the town's water. Answer each item. Show your work where it is asked. (One liter is 1,000 mL. One hour is 60 minutes.)
- (2 points) 2 liters equals how many mL?
- A) 20 mL
- B) 200 mL
- C) 2,000 mL
- D) 4 mL
- (2 points) A pump moves 30 gallons each minute. How many gallons in 10 minutes?
- A) 3 gallons
- B) 40 gallons
- C) 300 gallons
- D) 3,000 gallons
- (3 points) 1,236 gallons are poured into 6 tanks, the same amount in each. How many gallons per tank?
- (3 points) A job takes 4 hours. How many minutes is that?
- (3 points) Round 5,847 gallons to the nearest hundred.
- (3 points) A truck holds 8 barrels. The town must move 52 barrels. How many full loads is that, and how many barrels are left over?
- (2 points) Why does a town store water in a water tower? Answer in one sentence.
- (3 points) A tank held 900 gallons. A worker added 750 gallons. How many gallons are in the tank now?
- (3 points) A helper rounds 5,847 to 6,000. To what place did the helper round?
From Water for Schools (waterforschools.org). This material is in the public domain (CC0) and may be copied, edited, and shared freely.
Answer Key
- Answer: C) 2,000 mL. One liter is 1,000 mL, so 2 liters is 2 × 1,000 = 2,000 mL.
- Answer: C) 300 gallons. 30 gallons each minute × 10 minutes = 300 gallons.
- Answer: 206 gallons. 1,236 ÷ 6 = 206, with no remainder.
- Answer: 240 minutes. One hour is 60 minutes, so 4 × 60 = 240 minutes.
- Answer: 5,800 gallons. The hundreds digit is 8, and the next digit 4 is less than 5, so round down to 5,800.
- Answer: 6 full loads, 4 barrels left over. 52 ÷ 8 = 6 remainder 4, since 8 × 6 = 48 and 52 − 48 = 4.
- Answer: To hold water up high so it flows with pressure to homes. Accept any answer noting the tower stores water and uses its height to push water through the pipes.
- Answer: 1,650 gallons. 900 + 750 = 1,650 gallons.
- Answer: The nearest thousand. 5,847 rounds to 6,000 when rounded to the thousands place, because the hundreds digit 8 is 5 or more.
Differentiation
Support
Allow a multiplication chart and a place-value chart during the quiz. For items 3 and 6, give students a worked example of a different division problem at the top of the page so they can follow the steps.
Extension
Ask students who finish early to write one more computation item for the Halesford unit, complete with an answer key entry showing every step, that another student could solve.
ELL supports
Read each item aloud and provide a picture for the water-tower item. Give a sentence frame for item 7: "A town stores water in a tower so that ___."