Sure! Here’s a summative assessment that covers the topics of time, fractions and decimals, the vertical algorithm for addition and subtraction, mass, and volume. Each topic has 7 questions, including word problems and visuals for students to draw on.

Time: 1. Convert 2 hours and 30 minutes into minutes. 2. If a movie starts at 7:45 PM and lasts for 2 hours and 15 minutes, what time will it end? 3. A train leaves the station at 9:20 AM and arrives at its destination 4 hours and 40 minutes later. What time does it arrive? 4. Draw the hands of a clock to show 3:15 PM. 5. If a meeting starts at 10:45 AM and lasts for 1 hour and 30 minutes, what time will it end? 6. Convert 180 minutes into hours and minutes. 7. A flight takes off at 8:10 AM and lands 3 hours and 20 minutes later. What time does it land?

Fractions and Decimals: 1. Convert 0.75 into a fraction in simplest form. 2. Add 1/4 and 3/8. 3. Subtract 2/3 from 1/2. 4. Draw a visual representation of 0.6. 5. Convert 5/8 into a decimal. 6. Multiply 2/5 by 3/4. 7. A pizza is divided into 8 equal slices. If 3/4 of the pizza is eaten, how many slices are left?

Vertical Algorithm for Addition and Subtraction: 1. Solve 345 + 128 using the vertical algorithm. 2. Solve 789 - 432 using the vertical algorithm. 3. Solve 567 + 89 using the vertical algorithm. 4. Solve 876 - 234 using the vertical algorithm. 5. Solve 456 + 789 using the vertical algorithm. 6. Solve 987 - 123 using the vertical algorithm. 7. Solve 678 + 543 using the vertical algorithm.

Mass: 1. Convert 500 grams into kilograms. 2. A bag of apples weighs 2.5 kilograms. How many grams is this? 3. If a book weighs 0.75 kilograms, how many grams is this? 4. Draw a visual representation of 1.2 kilograms. 5. Convert 3.5 kilograms into grams. 6. A box weighs 1.8 kilograms. If another box weighs 1.25 kilograms, what is the total weight of both boxes in kilograms? 7. A watermelon weighs 4.75 kilograms. If a quarter of it is removed, how much does the remaining watermelon weigh in kilograms?

Volume: 1. Convert 500 milliliters into liters. 2. A jug contains 2.5 liters of water. How many milliliters is this? 3. If a bottle contains 750 milliliters of juice, how many liters is this? 4. Draw a visual representation of 1.2 liters. 5. Convert 3.5 liters into milliliters. 6. A tank holds 1.8 liters of water. If another tank holds 1.25 liters, what is the total volume of both tanks in liters? 7. A swimming pool contains 4.75 liters of water. If half of it is drained, how much water is left in the pool in liters?

Remember to provide enough space for students to show their work and draw visuals.