Right angles in shapes 3 · Compare angles 1 Here are some angles. a) Circle the angle that is...

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Right angles in shapes

1 Thereisatleastonerightangleineachpicture.

Marktherightanglesonthepictures.

Thefirstonehasbeendoneforyou.

a) d)

b) e)

c) f)

Compareanswerswithapartner.

2 Arectanglehasfourrightangles.

Marktherightanglesontherectangle.

3 AlexandJackareidentifyingrightangles.

Whodoyouagreewith?

Talkaboutitwithapartner.

4 Dexterisfacingnorth.

Heturnsaquarterturn.

DoyouagreewithDexter?

Talkaboutitwithapartner.

©WhiteRoseMaths2020

Both of the angles are right angles.

This is the same as one right angle.

I disagree. The first one is a right angle but the

second one is a left angle because it is on the left of the line.

Alex

Jack

N

EW

S

compass with 4 points and N E S W labelled on it

8 TeddyandWhitneyareidentifyingrightangles.

Whodoyouagreewith?

Drawontheshapetoshowyourthinking.

9 Howmanyrightanglescanyoufindinthepicture?

Markthemonthepicture.

Createyourownproblemlikethisforapartner.

5 Completethesentences.

Aquarterturnisequalto rightangle.

Ahalfturnisequalto rightangles.

Athree-quarterturnisequalto rightangles.

Afullturnisequalto rightangles.

6 Drawtherightanglesoneachshape.

a) c)

b) d)

7 Lookatthenumberofrightanglesineachshape.

Sorttheshapesintothetable.

A C E G

B D F H

0rightangles

1rightangle

2rightangles

3rightangles

4rightangles

©WhiteRoseMaths2020

I can see five right angles.Teddy I can see six! Whitney

Compare angles

1 Herearesomeangles.

a) Circletheanglethatisgreaterthanarightangle.

b) Circletheanglethatislessthan90degrees.

2 Drawthreedifferentanglesthatarelessthanarightangle.

Compareanswerswithapartner.

Completethesentence.

Theseareallexamplesof angles.

3 Drawtwodifferentobtuseangles.

Compareanswerswithapartner.

Completethesentence.

Obtuseanglesaregreaterthan degrees

butlessthan degrees.

4 Istheanglebetweenthehandsoftheclockacuteorobtuse?

a)12

39

87 5

4

21

10

11

6

b)12

39

87 5

4

21

10

11

6

©WhiteRoseMaths2020

5 Hereisapieceofwallpaper.

a) Marktworightanglesonthewallpaper.

b) Markfouracuteanglesonthewallpaper.

c) Marktwoobtuseanglesonthewallpaper

6 Write<,>or=tocomparethesizesoftheangles.

a)

b)

c)

7 Drawashapethathasonerightangle,twoacuteanglesand

oneobtuseangle.

Compareanswerswithapartner.

Whatisthesameandwhatisdifferentaboutyourshapes?

©WhiteRoseMaths2020

Horizontal and vertical

1 Circlethelinethatishorizontal.

2 Circlethelinethatisvertical.

3 Usearulertodrawthelines.

a) Drawahorizontalline5cmlong.

b) Drawalinethatisnothorizontalorvertical.

c) Drawaverticalline5cmlong.

4 Ticktwohorizontallinesonthegate.

5 Tickthreeverticallinesonthechair.

©WhiteRoseMaths2020

6 Herearesomeflags.

a) Circletheflagsthathavehorizontalstripes.

b) Circletheflagsthathaveverticalstripes.

c) Isthestatementtrueorfalse?

This flag has vertical and horizontal stripes.

7 Ticktheshapesthathaveaverticallineofsymmetry.

Drawontheshapestoshowthelineofsymmetry.

8 Ticktheshapesthathaveahorizontallineofsymmetry.

Drawontheshapestoshowthelineofsymmetry.

©WhiteRoseMaths2020

Parallel and perpendicular

1 Tickthepairsoflinesthatarenotparallel.

2 Herearetwolines.

Drawalinethatisparalleltoeach.

a) b)

3 Amirsaysthatthelinesarenotparallelbecausetheyare

differentlengths.

IsAmircorrect?

Why?

4 a) Hereisaline.Drawalinethatisnotparalleltoit.

b) Hereisaline.Drawalinethatisparalleltoit.

5 Herearetwolines.

Drawalinethatisparalleltoeach.

a) b)

Talktoapartnerabouthowyoudidit.

©WhiteRoseMaths2020

6 Ticktheperpendicularlines.

7 Herearetwolines.Drawalinethatisperpendiculartoeach.

a) b)

8 Alexhasdrawnsomelinesongrids.

a)

DoyouagreewithAlex?

b)

DoyouagreewithAlex?

Talkaboutyouranswerswithapartner.

9 Fivelinesaredrawnonthegrid.

a) Whichtwopairsoflinesareparallel?

b) Whichtwopairsoflinesareperpendicular?

©WhiteRoseMaths2020

The lines are parallel because they

don’t meet.

The lines are not perpendicular because

they don’t meet.

A

B

D

C

E

Family Challenge

Friday 26th June

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