Stage 3 Year 5 Measurement

1) Calculate 10 x 75 kg = ______kg Only write the number. No spaces between the numbers.

The question asks to calculate the product of 10 and 75 kg, which is equal to 750 kg.

Explanation

The question asks to calculate the product of 10 and 75 kg, which is equal to 750 kg.

Submit

2) 600 kg + _________kg = 1t

The given question is asking for the missing value that, when added to 600 kg, would result in a total of 1 ton. Since 1 ton is equal to 1000 kg, subtracting 600 kg from 1000 kg gives us the missing value of 400 kg. Therefore, adding 400 kg to 600 kg would equal 1 ton.

Explanation

The given question is asking for the missing value that, when added to 600 kg, would result in a total of 1 ton. Since 1 ton is equal to 1000 kg, subtracting 600 kg from 1000 kg gives us the missing value of 400 kg. Therefore, adding 400 kg to 600 kg would equal 1 ton.

Submit

4) We put in a 100 minute DVD on at 8:30pm. What time would it finish?Write your answer using the correct format. No spaces

The correct answer is 10:10pm. The given question states that a 100 minute DVD was put in at 8:30pm. To determine the finishing time, we need to add the duration of the DVD (100 minutes) to the starting time. Adding 100 minutes to 8:30pm gives us 10:10pm, which is the time the DVD would finish. The alternative answer, 10:00, does not account for the additional 10 minutes of the DVD's duration.

Explanation

The correct answer is 10:10pm. The given question states that a 100 minute DVD was put in at 8:30pm. To determine the finishing time, we need to add the duration of the DVD (100 minutes) to the starting time. Adding 100 minutes to 8:30pm gives us 10:10pm, which is the time the DVD would finish. The alternative answer, 10:00, does not account for the additional 10 minutes of the DVD's duration.

Submit

6) 276mL = ________________L

The given question asks for the conversion of 276 mL to liters. The answer "0.276" represents the conversion of 276 mL to liters, which is equal to 0.276 L. Therefore, the correct answer is "0.276, 0.276L."

Explanation

The given question asks for the conversion of 276 mL to liters. The answer "0.276" represents the conversion of 276 mL to liters, which is equal to 0.276 L. Therefore, the correct answer is "0.276, 0.276L."

Submit

7) 109mL = __________L

The given question asks for the conversion of 109 milliliters (mL) to liters (L). To convert mL to L, we divide the given value by 1000 since there are 1000 milliliters in a liter. Therefore, 109 mL is equal to 0.109 L.

Explanation

The given question asks for the conversion of 109 milliliters (mL) to liters (L). To convert mL to L, we divide the given value by 1000 since there are 1000 milliliters in a liter. Therefore, 109 mL is equal to 0.109 L.

Submit

8) 12L = ____________mL

The given question is asking for the conversion of 12 liters to milliliters. Since there are 1000 milliliters in 1 liter, we can multiply 12 liters by 1000 to get the equivalent in milliliters. Therefore, 12 liters is equal to 12000 milliliters.

Explanation

The given question is asking for the conversion of 12 liters to milliliters. Since there are 1000 milliliters in 1 liter, we can multiply 12 liters by 1000 to get the equivalent in milliliters. Therefore, 12 liters is equal to 12000 milliliters.

Submit

9) 3.89L = ____________mL

The given question asks for the conversion of 3.89 liters to milliliters. Since there are 1000 milliliters in 1 liter, we can multiply 3.89 liters by 1000 to get the equivalent in milliliters. Therefore, the answer is 3890 mL. The additional answer, 3890, is redundant and not necessary for the conversion.

Explanation

The given question asks for the conversion of 3.89 liters to milliliters. Since there are 1000 milliliters in 1 liter, we can multiply 3.89 liters by 1000 to get the equivalent in milliliters. Therefore, the answer is 3890 mL. The additional answer, 3890, is redundant and not necessary for the conversion.

Submit

10)

The train takes 6 minutes to travel between Pointville and ____________________________. Be careful to spell it correctly

The train takes 6 minutes to travel between Pointville and Charlestown or charlestown.

Explanation

The train takes 6 minutes to travel between Pointville and Charlestown or charlestown.

Submit

11) A length of ribbon 3.6 metres long is cut into pieces that are 0.06 long. How many pieces of ribbon can be cut?

The length of the ribbon is divided by the length of each piece to determine the number of pieces that can be cut. In this case, 3.6 divided by 0.06 equals 60. Therefore, 60 pieces of ribbon can be cut.

Explanation

The length of the ribbon is divided by the length of each piece to determine the number of pieces that can be cut. In this case, 3.6 divided by 0.06 equals 60. Therefore, 60 pieces of ribbon can be cut.

Submit

13) Mum is cooking a cake which needs 45 minutes. It went in at 10:22am. When would it be cooked?

The cake would be cooked at 11:07am or 11:07. This is because it needs 45 minutes to cook and it went in at 10:22am. Adding 45 minutes to 10:22am gives us 11:07am, which is the time when the cake would be cooked.

Explanation

The cake would be cooked at 11:07am or 11:07. This is because it needs 45 minutes to cook and it went in at 10:22am. Adding 45 minutes to 10:22am gives us 11:07am, which is the time when the cake would be cooked.

Submit

16) 12345mL=____________L Only write the number. No spaces between the numbers.

The given question asks for the conversion of 12345 mL to liters. The answer "12.345, 12.35L" suggests that both the numerical value and the unit are correct. The numerical value 12.345 represents the conversion of 12345 mL to liters without rounding off, while 12.35L represents the rounded off value of 12345 mL in liters.

Explanation

The given question asks for the conversion of 12345 mL to liters. The answer "12.345, 12.35L" suggests that both the numerical value and the unit are correct. The numerical value 12.345 represents the conversion of 12345 mL to liters without rounding off, while 12.35L represents the rounded off value of 12345 mL in liters.

Submit

18)

What is the difference in time between NSW and Western Australia during Daylight Saving Time. Don't leave spaces in your answer and no capitals. Check the spelling of the word hours

During Daylight Saving Time, there is a 3-hour time difference between NSW and Western Australia. This means that NSW is 3 hours ahead of Western Australia.

Explanation

During Daylight Saving Time, there is a 3-hour time difference between NSW and Western Australia. This means that NSW is 3 hours ahead of Western Australia.

Submit

20) Tim and Sarah are at a party in Pointville. They live in Cascade, and their dad is going to pick them up from Cascade station at 10:32 pm. If it takes them 15 minutes to walk to the station at Pointville, what is the latest time they should leave the party to go home?

Tim and Sarah need to leave the party in Pointville at the latest by 9:38 pm, 21:38, or 2138. This is because they need to walk for 15 minutes to reach Cascade station, and their dad is going to pick them up at 10:32 pm. Leaving the party at 9:38 pm gives them enough time to walk to the station and meet their dad on time.

Explanation

Tim and Sarah need to leave the party in Pointville at the latest by 9:38 pm, 21:38, or 2138. This is because they need to walk for 15 minutes to reach Cascade station, and their dad is going to pick them up at 10:32 pm. Leaving the party at 9:38 pm gives them enough time to walk to the station and meet their dad on time.

Submit

21) Tina bought 35 L of petrol at $1.52 per litre. How much did she pay for the petrol? Put the dollar and decimal point sign no gaps.

Tina bought 35 liters of petrol at a cost of $1.52 per liter. To find the total cost, we multiply the number of liters (35) by the cost per liter ($1.52). This gives us a total cost of $53.20.

Explanation

Tina bought 35 liters of petrol at a cost of $1.52 per liter. To find the total cost, we multiply the number of liters (35) by the cost per liter ($1.52). This gives us a total cost of $53.20.

Submit

22) 826L = ____________mL

The given question asks for the conversion of 826 liters to milliliters. To convert liters to milliliters, we multiply the given value by 1000 because there are 1000 milliliters in 1 liter. Therefore, 826 liters is equal to 826,000 milliliters.

Explanation

The given question asks for the conversion of 826 liters to milliliters. To convert liters to milliliters, we multiply the given value by 1000 because there are 1000 milliliters in 1 liter. Therefore, 826 liters is equal to 826,000 milliliters.

Submit

23) When it is not Daylight Saving Time, if it is 9:00am in Queensland what time is it in Western Australia?

During Daylight Saving Time, Queensland is 1 hour ahead of Western Australia. However, when it is not Daylight Saving Time, both states are on the same time zone. Therefore, if it is 9:00am in Queensland, it would also be 9:00am in Western Australia.

Explanation

During Daylight Saving Time, Queensland is 1 hour ahead of Western Australia. However, when it is not Daylight Saving Time, both states are on the same time zone. Therefore, if it is 9:00am in Queensland, it would also be 9:00am in Western Australia.

Submit

24) A 50 seater aeroplane was filled to capacity. The passengers had an average mass of 74 kg. What is the total mass of the passengers in tonnes?___________tonnes

The total mass of the passengers can be calculated by multiplying the average mass of each passenger (74 kg) by the number of passengers (50). Then, to convert the mass from kilograms to tonnes, we divide the result by 1000. Therefore, the total mass of the passengers in tonnes is 3.7 tonnes.

Explanation

The total mass of the passengers can be calculated by multiplying the average mass of each passenger (74 kg) by the number of passengers (50). Then, to convert the mass from kilograms to tonnes, we divide the result by 1000. Therefore, the total mass of the passengers in tonnes is 3.7 tonnes.

Submit

25)

If it is 7pm in Tasmania during Daylight Saving Time (DST) what time is it in South Australia?

During Daylight Saving Time (DST), Tasmania is 30 minutes ahead of South Australia. So, if it is 7pm in Tasmania, it would be 6:30pm in South Australia.

Explanation

During Daylight Saving Time (DST), Tasmania is 30 minutes ahead of South Australia. So, if it is 7pm in Tasmania, it would be 6:30pm in South Australia.

Submit

26) Jenna runs at a speed of 6 km per hour. How long would it take her to run 3 km?

30 minutes

40 minutes

50 minutes

60 minutes

Jenna runs at a speed of 6 km per hour. To find out how long it would take her to run 3 km, we can use the formula: time = distance / speed. Plugging in the values, we get time = 3 km / 6 km/h = 0.5 hours. Since there are 60 minutes in an hour, 0.5 hours is equal to 30 minutes. Therefore, it would take Jenna 30 minutes to run 3 km.

Explanation

Jenna runs at a speed of 6 km per hour. To find out how long it would take her to run 3 km, we can use the formula: time = distance / speed. Plugging in the values, we get time = 3 km / 6 km/h = 0.5 hours. Since there are 60 minutes in an hour, 0.5 hours is equal to 30 minutes. Therefore, it would take Jenna 30 minutes to run 3 km.

27) Which is the coldest temperature?

7 degrees celcius

18 degrees celcius

-4 degrees celcius

-14 degrees celcius

The coldest temperature is determined by the numerical value. In this case, -14 degrees Celsius is the coldest temperature among the given options. The negative sign indicates that it is below freezing point, making it colder than the other positive values.

Explanation

The coldest temperature is determined by the numerical value. In this case, -14 degrees Celsius is the coldest temperature among the given options. The negative sign indicates that it is below freezing point, making it colder than the other positive values.

28)

1.2cm

1.6cm

2.6cm

0.6cm

not-available-via-ai

Explanation

not-available-via-ai

29) You need to catch a bus at 11.50 am. You know you have 20 minutes before you need to leave. What time is it?

A

B

C

D

The correct answer is A because if you have 20 minutes before you need to leave and you need to catch the bus at 11.50 am, then it must be 11.30 am.

Explanation

The correct answer is A because if you have 20 minutes before you need to leave and you need to catch the bus at 11.50 am, then it must be 11.30 am.

Submit

32)

What was the average time for the training sessions?

50 minutes

30 minutes

20 minutes

40 minutes

The average time for the training sessions was 30 minutes. This means that when all the training session times are added up and divided by the total number of sessions, the result is 30 minutes.

Explanation

The average time for the training sessions was 30 minutes. This means that when all the training session times are added up and divided by the total number of sessions, the result is 30 minutes.

33) Which clocks have matching times

A

B

C

D

not-available-via-ai

Explanation

not-available-via-ai

34) Match the equivalent masses:

3000kg

1500kg

1t

8.2t

0.75t

Submit

35)

4.8 metres

4 metres

5 metres

4.5 metres

not-available-via-ai

Explanation

not-available-via-ai

36)

100mL

130mL

160mL

190mL

not-available-via-ai

Explanation

not-available-via-ai

37) Tim started his homework at 4:23 pm and finished it at 6:20 pm. How long did he spend doing his homework?

2 hours and 3 minutes

1 hour and 3 minutes

1 hour and 57 minutes

2 hours and 43 minutes

Tim started his homework at 4:23 pm and finished it at 6:20 pm. To find out how long he spent doing his homework, we subtract the start time from the end time. Subtracting 4:23 pm from 6:20 pm gives us 1 hour and 57 minutes. Therefore, Tim spent 1 hour and 57 minutes doing his homework.

Explanation

Tim started his homework at 4:23 pm and finished it at 6:20 pm. To find out how long he spent doing his homework, we subtract the start time from the end time. Subtracting 4:23 pm from 6:20 pm gives us 1 hour and 57 minutes. Therefore, Tim spent 1 hour and 57 minutes doing his homework.

38)

Compare Paris and New York

Sunday

Monday

Thursday

Friday

not-available-via-ai

Explanation

not-available-via-ai

39)

Same perimeters, same areas

Different perimeters, different areas

Same perimeters, different areas

Different perimeters, same areas

not-available-via-ai

Explanation

not-available-via-ai

40) A train is travelling at a constant speed of 250 km per hour. How long will it take the train to travel 150 km at this speed?

36 minutes

30 minutes

25 minutes

50 minutes

At a constant speed of 250 km per hour, the train will cover 150 km in (150/250) hours. To convert this to minutes, we multiply by 60, giving us 90 minutes. Therefore, it will take the train 90 minutes, or 1 hour and 30 minutes, to travel 150 km. Since none of the given options match this calculation, the correct answer is not available.

Explanation

At a constant speed of 250 km per hour, the train will cover 150 km in (150/250) hours. To convert this to minutes, we multiply by 60, giving us 90 minutes. Therefore, it will take the train 90 minutes, or 1 hour and 30 minutes, to travel 150 km. Since none of the given options match this calculation, the correct answer is not available.

41) Label this cubic centimetre model with its volume, capacity and appropriate unit.

Volume 7cm cubed, 70mL, 70g

Volume 7cm cubed, 700mL, 700g

Volume 7cm cubed, 7mL, 7g

The given answer is correct because the volume of the cubic centimeter model is 7cm cubed, which means it occupies a space of 7 cubic centimeters. The capacity is 7mL, which is equivalent to 7 cubic centimeters. The appropriate unit for volume and capacity in this case is mL because 1mL is equal to 1 cubic centimeter. The weight of the model is 7g, which is unrelated to the volume and capacity measurements.

Explanation

The given answer is correct because the volume of the cubic centimeter model is 7cm cubed, which means it occupies a space of 7 cubic centimeters. The capacity is 7mL, which is equivalent to 7 cubic centimeters. The appropriate unit for volume and capacity in this case is mL because 1mL is equal to 1 cubic centimeter. The weight of the model is 7g, which is unrelated to the volume and capacity measurements.

42) What would happen to the level of water in the jug if this centicube model is placed inside:

The level of the water would stay the same.

The level of the water would rise from 400 mL to 440 mL

The level of the water would rise from 400 mL to 404 mL

The level of the water would rise from 400 mL to 444 mL

When the centicube model is placed inside the jug, it will displace some volume of water equal to its own volume. Since the centicube model has a volume of 4 mL, the level of the water in the jug will rise by 4 mL. Therefore, the level of the water would rise from 400 mL to 404 mL.

Explanation

When the centicube model is placed inside the jug, it will displace some volume of water equal to its own volume. Since the centicube model has a volume of 4 mL, the level of the water in the jug will rise by 4 mL. Therefore, the level of the water would rise from 400 mL to 404 mL.

43)

8 cm squared

12 cm squared

14 cm squared

16 cm squared

not-available-via-ai

Explanation

not-available-via-ai