Free Printable PERIMETROS AREAS AND VOLUMES 2 ESO

1.

Calculate the area and perimeter of this rhombus:

D = 22 cm

d = 11 cm

a)

$A=121\ \ cm^2\ \ ;\ P=33\ cm$

b)

$A=16,5\ cm^2\ \ \ ;\ P=33\ cm$

c)

$A=121\ cm^2\ \ \ ;\ P=49,2\ cm$

2.

Calculate the perimeter and area of this regular pentagon:

side= 8 m

radius= 7 m

a)

$P=\ 40\ m\ \ ;\ \ A=114,8\ m^2$

b)

$P=\ 40\ m\ \ ;\ \ A=161,2\ cm^2\ \$

c)

$P=\ 48\ m\ \ \ ;\ \ A=137,76\ m^2$

d)

$P=\ 40\ m\ \ \ ;\ \ A=140\ m^2$

3.

Calculate the perimeter and area of this right trapezium:

Height= 10 Hm

B= 20 Hm

b= 15 Hm

a)

$P=56,18\ Hm\ \ \ ;\ \ A=175\ Hm^2$

b)

$P=\ 45\ Hm\ \ ;\ \ A=175\ Hm^2$

c)

$P=\ 55\ Hm\ \ \ ;\ \ A=1500\ Hm^2$

d)

$P=\ 45\ m\ \ \ ;\ \ A=200\ Hm^2$

4.

Calculate the area of this ring:

R= 12 mm

r= 7 mm

a)

$298,45\ mm^2$

b)

$606,33\ mm^2$

c)

$298,45\ mm$

d)

$78,54\ mm^2$

5.

Calculate the length of this arc:

r = 8 dm

$\alpha=80\degree$

a)

$L=11,17\ dm$

b)

$L=50,27\ dm$

c)

$L=201,06\ \ dm^2$

d)

No se puede calcular

6.

Calculate the area and volume of this cone:

r = 8 dm

H =13 dm

a)

$A=21\ dm^2\ \ ;\ \ V=104\ dm^3$

b)

$A=201,06\ dm^2\ \ ;\ \ V=871,27\ dm^3$

c)

$A=383,53\ dm^2;\ V=2613,81\ dm^3$

d)

$A=584,59\ dm^2\ \ ;\ \ V=871,27\ dm^3$

7.

Calculate the area and volume of this sphere:

r = 11 dm

a)

No se puede calcular

b)

$A=1520,53\ dm^2\ \ ;\ \ V=5575,28\ dm^3$

c)

$A=380,13\ dm^2\ \ ;\ \ V=4181,46\ dm^3$

d)

$A=276\ dm^2\ \ ;\ \ V=138\ dm^3$

8.

Calculate the area and volume of this quadrangular prism:

Basic edge (arista básica) = 35 cm

H (height) = 50 cm

a)

$A=1225\ cm^2\ \ ;\ \ V=61250\ cm^3$

b)

$A=2975\ cm^2\ \ ;\ \ V=1750\ cm^3$

c)

$A=9450\ cm^2\ \ ;\ \ V=61250\ cm^3$

9.

Calculate the area and volume of this quadrangular pyramid:

Basic edge (arista básica) = 14 m

H = 5 m

a)

$A=196\ m^2\ \ ;\ \ V=326,67\ m^3$

b)

$A=436,8\ m^2\ \ ;\ \ V=326,67\ m^3$

c)

$A=240,8\ m^2\ \ ;\ \ V=\ 980\ m^3$

10.

Calculate the area and volume of this cilinder:

r = 5 cm

H = 15 cm

a)

$A=175\pi\ cm^2\ \ ;\ \ V=125\pi\ cm^3$

b)

$A=200\pi\ cm^2\ \ ;\ \ V=375\pi\ cm^3$

c)

$A=175\pi\ cm^2\ \ ;\ \ V=750\pi\ cm^3$

PERIMETROS AREAS AND VOLUMES 2 ESO

Total questions: 10

Worksheet time: 5mins

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