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6-Area of Triangles and Quadrilaterals - Kuta Software

6-Area of Triangles and Quadrilaterals - Kuta Software

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<strong>Kuta</strong> S<strong>of</strong>tware - Infinite Geometry Name___________________________________<br />

<strong>Area</strong> <strong>of</strong> <strong>Triangles</strong> <strong>and</strong> <strong>Quadrilaterals</strong><br />

Find the area <strong>of</strong> each.<br />

1)<br />

3)<br />

5)<br />

7)<br />

9)<br />

6 m<br />

5.7 m<br />

2 yd<br />

7 mi<br />

5.1 m<br />

6 mi<br />

5 mi<br />

3 mi<br />

7 mi<br />

8 m<br />

1 yd<br />

Date________________<br />

Period____<br />

©v T2A0x171K cK6uKt1aG jS3oKfatOw4aZrVeq HLuLeCp.v 1 wARljlW wrgilgYhptSss GrweUsheFrDvZeRd4.K 8 vMmaFd5eJ Jwiijt0h9 jI3nrfLi8nWigt6ec oGTeiohmme7tirMyA.l Worksheet by <strong>Kuta</strong> S<strong>of</strong>tware LLC<br />

2)<br />

4)<br />

6)<br />

8)<br />

10)<br />

-1-<br />

3.1 yd<br />

9 mi<br />

2 km<br />

6.4 yd<br />

4.8 yd<br />

2 yd<br />

8 yd<br />

9 yd<br />

6.6 mi<br />

29.4 ft<br />

3.8 km


11)<br />

13)<br />

15)<br />

1.4 ft<br />

5.6 km<br />

17) 3.2 cm<br />

19)<br />

33.6 in<br />

7 km<br />

6 cm<br />

5.1 mi<br />

5.1 mi<br />

1 ft<br />

16.8 in<br />

16.8 in<br />

9 cm<br />

10 km<br />

5.1 mi<br />

Critical thinking questions:<br />

21) Sketch <strong>and</strong> label a trapezoid that has an<br />

2<br />

area <strong>of</strong> 100 cm .<br />

©t a2H0b1A1x iKkuDt2am MSJo0fStFwLaPrxet gLELCC3.U d OAHlPl3 rrDiegghjtks8 MrnedsyeqrovueSdl.d Y 5Mja1ddeR DwCiituht xI Vn4fwiZnCiNtFez HGneQoGmVeAtLr2yj.E Worksheet by <strong>Kuta</strong> S<strong>of</strong>tware LLC<br />

12)<br />

14)<br />

16)<br />

18)<br />

20)<br />

6 km<br />

91.2 in<br />

9 cm<br />

7.9 m<br />

2.3 m<br />

4.6 m<br />

76 mm<br />

100 mm<br />

8.4 yd<br />

3.6 yd<br />

4.2 yd<br />

4.7 km<br />

4.9 m<br />

7 ft<br />

4.4 yd<br />

22) Change one number in the diagram you<br />

drew for the last question so that the area is<br />

2<br />

now 200 cm .<br />

-2-


<strong>Kuta</strong> S<strong>of</strong>tware - Infinite Geometry Name___________________________________<br />

<strong>Area</strong> <strong>of</strong> <strong>Triangles</strong> <strong>and</strong> <strong>Quadrilaterals</strong><br />

Find the area <strong>of</strong> each.<br />

1)<br />

3)<br />

5)<br />

7)<br />

9)<br />

6 m<br />

5.1 m<br />

30.6 m²<br />

5.7 m<br />

45.6 m²<br />

6 mi<br />

5 mi<br />

22.5 mi²<br />

7 mi<br />

49 mi²<br />

2 yd<br />

2 yd²<br />

3 mi<br />

7 mi<br />

8 m<br />

1 yd<br />

Date________________<br />

Period____<br />

©e w2D031I1a fKOuEtyaf hS3o5fKtnwTaFrsep ULtL2Cb.i F eAzlglh sr8iFglhbtIsw 6rjeUsje9rRvEemdP.D u 2M6a0dpeZ hwDimtOhP DIYnzfri9nLiQtgeU jGaegocmXeSthrLyJ.f Worksheet by <strong>Kuta</strong> S<strong>of</strong>tware LLC<br />

2)<br />

4)<br />

6)<br />

8)<br />

10)<br />

-1-<br />

6.4 yd<br />

28.8 yd²<br />

3.1 yd<br />

6.2 yd²<br />

9 mi<br />

2 yd<br />

29.7 mi²<br />

2 km<br />

3.8 km²<br />

4.8 yd<br />

8 yd<br />

58.4 yd²<br />

9 yd<br />

6.6 mi<br />

29.4 ft<br />

3.8 km


11)<br />

13)<br />

15)<br />

2.1 ft²<br />

1.4 ft<br />

1.96 ft²<br />

5.6 km<br />

28 km²<br />

17) 3.2 cm<br />

19)<br />

33.6 in<br />

7 km<br />

6 cm<br />

1 ft<br />

16.8 in<br />

16.8 in<br />

9 cm<br />

36.6 cm²<br />

5.1 mi<br />

5.1 mi<br />

26.01 mi²<br />

10 km<br />

5.1 mi<br />

Critical thinking questions:<br />

21) Sketch <strong>and</strong> label a trapezoid that has an<br />

2<br />

area <strong>of</strong> 100 cm .<br />

Many answers<br />

©1 1260W1V1v VKdu5teab KSkoYfwt9w8aBr0eA uLnLjCS.r d bALlMlU PrQibgVhTtdsP QrfeOsneGrlv4eOdl.C o kM2aHdjeN SwOimtKhD NIxn9f0irnKictket FGFeMoomUeothr3yV.y Worksheet by <strong>Kuta</strong> S<strong>of</strong>tware LLC<br />

12)<br />

14)<br />

16)<br />

18)<br />

20)<br />

6 km<br />

28.2 km²<br />

7.9 m<br />

23.46 m²<br />

91.2 in<br />

53.2 ft²<br />

9 cm<br />

2.3 m<br />

4.6 m<br />

76 mm<br />

100 mm<br />

34.2 cm²<br />

8.4 yd<br />

3.6 yd<br />

4.2 yd<br />

22.68 yd²<br />

4.7 km<br />

4.9 m<br />

7 ft<br />

4.4 yd<br />

22) Change one number in the diagram you<br />

drew for the last question so that the area is<br />

2<br />

now 200 cm .<br />

-2-<br />

(Double the height)<br />

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