1 Scott builds a bridge using planks. a) What is the total length of his bridge? b) What is the height of his bridge? 2 Complete the additions. a) 25 cm + 75 cm = m b) 10 cm + 50 mm = cm c) 1 m 20 cm + cm = 2 m d) 52 mm + mm = 6 cm 3 Brett is 115 cm tall. His brother is 20 cm taller. How tall is Brett’s brother? Write your answer in metres and centimetres. 4 Dora builds a tower that measures 1 m and 5 cm. Annie builds a tower that measures 80 cm. Dexter builds a tower that measures 95 cm. They put their towers together to make one high tower. How tall is their new tower? 5 Red bricks are 50 mm long. Blue bricks are 80 mm long. a) Whitney and Eva make patterns using the bricks. How long is each pattern? Give your answers in centimetres. b) Draw some red and blue bricks to make a pattern that would be exactly 36 cm long. Add lengths © White Rose Maths 2019 Whitney Eva 120 cm 75 cm 25 cm 10 cm 50 mm 80 mm
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1 Scottbuildsabridgeusingplanks.
a) Whatisthetotallengthofhisbridge?
b) Whatistheheightofhisbridge?
2 Completetheadditions.
a) 25cm+75cm= m
b) 10cm+50mm= cm
c) 1m20cm+ cm=2m
d) 52mm+ mm=6cm
3 Brettis115cmtall.
Hisbrotheris20cmtaller.
HowtallisBrett’sbrother?
Writeyouranswerinmetresandcentimetres.
4 Dorabuildsatowerthatmeasures1mand5cm.
Anniebuildsatowerthatmeasures80cm.
Dexterbuildsatowerthatmeasures95cm.
Theyputtheirtowerstogethertomakeonehightower.
Howtallistheirnewtower?
5 Redbricksare50mmlong.
Bluebricksare80mmlong.
a) WhitneyandEvamakepatternsusingthebricks.
Howlongiseachpattern?
Giveyouranswersincentimetres.
b) Drawsomeredandbluebrickstomakeapatternthatwould
beexactly36cmlong.
Add lengths
©WhiteRoseMaths2019
Whitney Eva
120cm 75cm
25cm
10cm
50mm 80mm
6 Jack,TommyandAlextookpartinahop,skipand
jumpcompetition.
Theirdistancesareshowninthetablebelow.
Completethetabletoshowthetotaldistanceeach
childtravelled.
Name Hop Skip Jump Total
Jack 80cm 60cm 1m20cm
Tommy 70cm 1m 1m10cm
Alex 75cm 75cm 1m
7 Estherbuildsatowerusingsomebricks.
Hertoweris24cmtall.
Whichbrickscouldshehaveused?
Howmanydifferentanswerscanyoufind?
Add lengths
©WhiteRoseMaths2019
4 Dorabuildsatowerthatmeasures1mand5cm.
Anniebuildsatowerthatmeasures80cm.
Dexterbuildsatowerthatmeasures95cm.
Theyputtheirtowerstogethertomakeonehightower.
Howtallistheirnewtower?
5 Redbricksare50mmlong.
Bluebricksare80mmlong.
a) WhitneyandEvamakepatternsusingthebricks.
Howlongiseachpattern?
Giveyouranswersincentimetres.
b) Drawsomeredandbluebrickstomakeapatternthat
wouldbeexactly36cmlong.
Whitney Eva
120mm
40mm
8cm
6cm
A C
DB
50mm 80mm
1 Completethesentencestodescribethelengthsoftheobjects.
a)
Thetoycaris mmlong.
b)
Thetoyboatis cmlong.
c) Thetoyboatis cmlongerthanthetoycar.
Thetoycaris mmshorterthanthetoyboat.
2 Jack’sropeis4m50cmlong.
Heuses2mtomakeaswing.Howlongishisropenow?
3 Tommy,RosieandAnnieeachmeasuretheirheight.
a) WhatisthedifferenceinheightbetweenTommyandRosie?
b) Annieis30mmshorterthanRosie.WhatisAnnie’sheight?
4 Nijahbuys5mofribbon.
Sheuses78cmoftheribbontodecorateabag.
Howmuchribbondoesshehaveleft?
5 Completethenumbersentences.
a) 2m–50cm= cm
b) 85mm–2cm= mm
c) 9cm5mm–20mm= cmand mm
d) 100mm– cm=6cm
Subtract lengths
©WhiteRoseMaths2019
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30
4m50cm
2mcut?
Rosie135cm
Tommy1m15cm
Annie
6 Huanhasa10mballofstring.
Heuses50cmtoreplacehisshoelace.
Heusessomemoreofhisstringtomakeabowforhisarrows.
Hehas7mand45cmofstringleft.
HowmuchstringdidHuanusetomakehisbow?
7 Fillintheemptyboxessothateachrowandcolumnadds
upto2m.
50cm 50cm
1m15cm
85cm
Talkaboutwhatyoudidwithapartner.
Areyouranswersthesame?
Createyourownproblemlikethisusingadifferenttotal.
Askapartnertofindtheanswer.
Subtract lengths
©WhiteRoseMaths2019
3 Tommy,RosieandAnnieeachmeasuretheirheight.
a) WhatisthedifferenceinheightbetweenTommyandRosie?
b) Annieis30mmshorterthanRosie.WhatisAnnie’sheight?
4 Nijahbuys5mofribbon.
Sheuses78cmoftheribbontodecorateabag.
Howmuchribbondoesshehaveleft?
5 Completethenumbersentences.
a) 2m–50cm= cm
b) 85mm–2cm= mm
c) 9cm5mm–20mm= cmand mm
d) 100mm– cm=6cm
Rosie135cm
Tommy1m15cm
Annie
1 Herearetworectangles.
Useapieceofwooltomeasuretheperimeterofeachrectangle.
Howmuchwooldidyouneedforeachone?
Giveunitswithyouranswer.
2 Useapieceofwooltomeasuretheperimeterofthehexagon.
Howmuchwooldidyouneed?Giveunitswithyouranswer.
3 a) Measureeachsideoftherectangleandlabelit.
b) Whatistheperimeteroftherectangle?
4 Measuretheperimeterofeachshape.
a)
b)
5 Drawatrianglewithaperimeterof15cm.
Measure perimeter
©WhiteRoseMaths2019
A B
6 Aishaisworkingouttheperimeterofarectangle.
Shemeasuresthelengthofall4sidesandlabelstherectangle.
HowdoyouknowthatAisha’smeasurementsarewrong?
7 Isitpossibletoworkouttheperimeterofeachshape?
a)
b)
c)
Howdoyouknowwhetheryoucanorcannotfindtheperimeterof
eachshape?
Talkaboutitwithapartner.
Measure perimeter
©WhiteRoseMaths2019
3 a) Measureeachsideoftherectangleandlabelit.
b) Whatistheperimeteroftherectangle?
4 Measuretheperimeterofeachshape.
a)
b)
5 Drawatrianglewithaperimeterof15cm.
50 cm
15 cm
20 cm20 cm
60mm
25mm
8cm
60mm
25mm
1 Workouttheperimeterofeachshape.
a) c)
b)
2 RosieandEvaworkouttheperimeteroftheshapebelow.
Whoiscorrect?
Howdoyouknow?
3 Whichshapeshaveaperimeterof16cm.
4 Whichshapehasthelongestperimeter?Tickyouranswer.
Showallyourworkings.
Calculate perimeter
©WhiteRoseMaths2019
6 + 4 = 10, so the perimeter is
10 cm.
Rosie The perimeter is 20 cm. Eva
5cm
5cm
3cm3cm
40mm
20mm
3m
6cm
4cm
8cm
2cm 40mm
10cm
6cm
6cm
2cm
4cm
4cm
3cm3cm
20mm 20mm
20mm 20mm
20mm
6cm 6cm
2cm
5 Workouttheperimeteroftheseshapes.
a)
b)
Whatdoyounotice?
6 Thisrectanglehasaperimeterof18cm.
Workoutthelengthofsidea.
Calculate perimeter
©WhiteRoseMaths2019
8cm
3cm
5cm
7cm
2cm
9cm
70mm
80mm
20mm10mm
30mm
50mm
30mm
50mm
6cm
a
3 Whichshapeshaveaperimeterof16cm.
4 Whichshapehasthelongestperimeter?Tickyouranswer.
Showallyourworkings.
8cm
2cm 40mm
10cm
6cm
6cm
2cm
4cm
4cm
3cm3cm
20mm 20mm
20mm 20mm
20mm
6cm 6cm
2cm
WALT: Solve problems involving perimeter.
Drawings of different dinosaur enclosures have been given to
Professor Lockhart. He needs to know which enclosures will fit
the different dinosaurs. Can you help him by calculating the
perimeter of each enclosure? Write inside each enclosure which
dinosaurs could fit.
Stegosaurs needs a cage
with a perimeter fence of
at least 50m.
T-Rex needs an enclosure
of exactly 100m perimeter.
Triceretops needs a cage
with a perimeter bigger
than 50m but smaller
than 100m
Brontosaurus needs a
perimeter fence bigger
than 100m
Baryonyx needs a cage
with a perimeter fence
between 80m and 95m
Velociraptor is a small
dinosaur and needs a cage
with a perimeter of less
than 50m
WALT: Solve problems involving perimeter.
Enclosure 1 Enclosure 2
Extra spicy: How many different rectangle enclosures can you draw
which have a perimeter of 24m?
Perimeter =
Perimeter =
Perimeter = Perimeter =
Perimeter =
Perimeter =
Perimeter =
Enclosure 3
Enclosure 4
Enclosure 6
Enclosure 7
Enclosure 5
25m
15m
60m
25m 12m
20m
8m
6m
12m
30m
13m
30m
10m 25m
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