Imaginesis: printable Year 4 Measurement maths worksheets for England (National Curriculum) — Finding Area by Counting Squares, Finding the Perimeter of a Rectangle, Reading the Clock: word problems with hints, answers and worked solutions as PDF, also as an A/B test.
Ben lays fresh spinach across a grid on the farm shop counter to make a neat rectangle. The rectangle measures 5 squares wide and 3 squares high. Each square holds one leaf. How many squares cover the rectangle in all?
Hint: Think of the rectangle on the counter as 3 squares going up, each with 5 squares across. Count how many squares there are when you put them all together.
Answer: 15
Luca checks a rectangular sprout mat in the garden that is 4 centimetres wide and 7 centimetres high. What is the distance all the way around the mat in centimetres?
Hint: A rectangle has two sides of 4 centimetres and two sides of 7 centimetres. Add the lengths of all four sides of the sprout mat together to find the distance around it.
Answer: 22
A clock hangs on the wooden beam above the vegetable beds. Pea pods are picked from the vines at the time marked on the dial. What time does the clock show?
Hint: Look at the numbers around the dial to find the time for picking the pea pods. Count by fives from the top to find the minutes.
Answer: 3:25
Children learn to find and compare the area of rectangles and rectilinear shapes by counting the unit squares that cover them.
Y4.M.3 find the area of rectilinear shapes by counting squares
In Year 4, children learn that area measures the flat space inside a shape. They find the area of rectilinear shapes—shapes with straight sides meeting at right angles, including simple rectangles and L-shapes—by counting unit squares on a grid. Working on grids also helps them link multiplication to area: given the total number of squares and the length of one side, they can work out the length of the other side or draw a rectangle with a specific area.
A common mistake is confusing area with perimeter. Children often count the grid units along the outside border rather than the unit squares tiling the inside. In larger shapes or shapes made of two combined rectangles, children also lose count easily by jumping around rather than counting rows systematically, leading to missed or double-counted squares.
Practice tasks show shapes overlaid on square grids. Children might count the squares covering an irregular rectilinear shape, calculate how many missing tiles are needed to complete a rectangle, or compare two shapes to see how much bigger one is than the other. Other tasks ask them to spot errors in someone else's calculation, draw a rectangle for a given area, or calculate how many larger tiles are required when each tile covers two squares.
Task types: How many squares cover the rectangle · Area and one side: how long is the other · Area by tiling: choose the correct answer · Area by tiling: true or false · Correct someone else's area · Draw a rectangle with the given area · How many tiles when one covers two squares · Area of a shape made of two rectangles · How many tiles are still missing · How much bigger is the area · How many squares cover this shape
Children learn to calculate the total distance around a rectangle or square in centimetres and metres by adding its sides or finding a missing length.
Y3.M.2 measure the perimeter of simple 2-D shapesY4.M.2 measure and calculate the perimeter of a rectilinear figure (including squares) in centimetres and metresY6.M.4 recognise that shapes with the same areas can have different perimeters and vice versa
In Year 4, children learn to measure and calculate the perimeter of rectangles and squares in centimetres (cm) and metres (m). Building on their understanding of 2D shapes, they use the property that opposite sides of a rectangle are equal in length, adding all four sides or doubling the sum of the length and width to find the total boundary.
A common mistake is adding only the two labelled sides—one length and one width—and forgetting to include the other two sides. Children also frequently confuse perimeter with area, multiplying length by width instead of adding all the outer edges together.
Typical printable tasks start with finding the perimeter of a rectangle on a grid or choosing the correct perimeter from multiple options. Children also solve reverse problems, such as finding a missing side when the total perimeter is known, checking whether a calculated perimeter is correct, comparing two shapes to determine which figure has the greater perimeter, or drawing a rectangle that matches a specific perimeter.
Children learn to read analogue clock faces accurately to the minute, calculate minutes to the next hour, and compare different times.
Y1.M.6 tell the time to the hour and half past the hour and draw the hands on a clock face to show these times.Y2.M.7 tell and write the time to five minutes, including quarter past/to the hour and draw the hands on a clock face to show these timesY3.M.4 tell and write the time from an analogue clock, including using Roman numerals from I to XII, and 12-hour and 24-hour clocksY3.M.5 estimate and read time with increasing accuracy to the nearest minute; record and compare time in terms of seconds, minutes and hours; use vocabulary such as o’clock, a.m./p.m., morning, afternoon, noon and midnightY4.M.5 read, write and convert time between analogue and digital 12-and 24-hour clocksY1.M.2.d time (hours, minutes, seconds)
In Year 4, children read analogue dials with accuracy to the nearest minute, working with both standard numbers and Roman numerals from I to XII. They use this precision to state the exact time shown on a dial, determine how many minutes remain before the next full hour, and compare multiple clocks, supporting their broader work converting between analogue and digital 12- and 24-hour times.
A typical mistake occurs when the minute hand is approaching the next hour, such as at 6:50. Because the hour hand has moved close to the 7, children often mistakenly read the time as 7:50. Pupils also get confused when switching between reading minutes past the hour and calculating how many minutes remain to the next hour.
In practice, tasks feature clock faces where children identify which time is on the dial or evaluate true-or-false statements about the display. Exercises also ask children to spot and correct a deliberate mistake in reading the clock, calculate how many minutes are needed to reach the full hour, or choose which clock shows the earlier time.
Children learn to convert between minutes and seconds and work out elapsed time between two different clock times.
KS3.R.1 change freely between related standard units [for example time, length, area, volume/capacity, mass]Y3.M.5 estimate and read time with increasing accuracy to the nearest minute; record and compare time in terms of seconds, minutes and hours; use vocabulary such as o’clock, a.m./p.m., morning, afternoon, noon and midnightY3.M.6 know the number of seconds in a minute and the number of days in each month, year and leap yearY4.M.1 Convert between different units of measure [for example, kilometre to metre; hour to minute]Y4.M.6 solve problems involving converting from hours to minutes; minutes to seconds; years to months; weeks to days.Y5.M.6 solve problems involving converting between units of time
In Year 4, children build on reading clock faces to solve practical time problems. They convert units of time—specifically converting hours into minutes and minutes into seconds by multiplying by 60. They also calculate time intervals, working out how much time has passed between two points in hours and minutes.
A frequent mistake happens because time does not use a base-10 system. Children often treat time like standard numbers, assuming there are 100 minutes in an hour or 100 seconds in a minute. When calculating durations across an hour boundary, such as from 1:50 to 2:15, they might incorrectly subtract the numbers as decimals rather than bridging forward through the 60-minute mark.
Worksheet activities target these skills through three main types of questions:
Children learn to calculate change from a budget and compare prices in pounds and pence using decimals to two decimal places.
KS3.N.12 use standard units of mass, length, time, money and other measures, including with decimal quantitiesY4.F.10 solve simple measure and money problems involving fractions and decimals to two decimal places.Y4.M.4 estimate, compare and calculate different measures, including money in pounds and penceY5.M.7 use all four operations to solve problems involving measure [for example, length, mass, volume, money] using decimal notation, including scaling.
In Year 4, children calculate with money using pounds and pence written as decimals to two decimal places. Building on their understanding of decimals to hundredths, they add and subtract amounts to find totals and work out remaining balances, as well as compare different prices to see which option costs less.
A frequent mistake happens when subtracting money across boundaries, especially when calculating change from whole pound amounts such as £5.00 or £10.00. Children often forget to regroup across the zeros, or they treat the numbers after the decimal point as separate whole numbers (for instance, thinking that £3.5 is 5 pence rather than 50 pence).
Worksheets for this skill feature two practical problem types:
Children learn to convert larger units of calendar time into smaller ones, working out how many days are in given weeks or how many months are in given years.
Y4.M.6 solve problems involving converting from hours to minutes; minutes to seconds; years to months; weeks to days.
In Year 4, children learn to convert between larger and smaller calendar units using their multiplication facts up to 12 × 12. Specifically, they use the 7 times table to convert weeks into days and the 12 times table to convert years into months.
A common mistake is using the wrong multiplier for the conversion. For example, children often multiply weeks by 5 instead of 7 because they think of a school week rather than a full calendar week, or they divide when they should multiply because they confuse moving to a smaller unit with making a smaller number.
In practice, tasks based on the How many days is that? template ask children to solve word problems requiring these conversions, such as finding the total number of days in 6 weeks or working out the days in combined amounts like 3 weeks and 4 days.
