activity on pyramids

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Sobre Test

9º - Secundaria

piramide

geometria del espacio

geometría

teorema pitágoras

Edad recomendada: 13 años

16 veces realizada

Creada por

Alvarito Mendoza Olaya

Colombia

Top 10 resultados

1

Alvarito Mendoza Olaya

25 de Abril de 2021

00:26

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100

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30 de Abril de 2021

00:33

tiempo

100

puntuacion
3

Leidy Munar

27 de Abril de 2021

01:20

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0

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activity on pyramidsVersión en línea pyramid theme exercises por Alvarito Mendoza Olaya 1 A pyramid with a square base whose measure is 5cm, and the lateral edge is 8 cm. How high is the pyramid? a h=7,17 m b h=7,17 cm c h=8,2 m d h=8,2 cm 2 Find the Total area of the roof of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters. a AT=83,3133 m^2 b AT=73,3133 cm^2 c AT=83,3133 cm^2 d AT=73,3133 m^2 3 Find the volume of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters. a V=83,6 m^3 b AT=83,6 cm^3 c AT=40,83 cm^3 d V=40,83 m^3 4 According to the first question, the apothem can be found by: a Pythagorean theorem b Multiplying the edge and the base c Subtracting the apothem of the base and the lateral edge of the pyramid d Adding all your measurements. Explicación 1 In this question the basic concepts are tested, given their elements, using the Pythagorean theorem, the value is found. 2 The basic concepts are put to the test, given their elements, by means of the Pythagorean theorem, the value of the apothems is found, to later find the value of the lateral area, which are 4 triangles and then multiply it by 4 and add it to the area from the base. 3 Through the clue in the question, the volume value is found by the value of the area of the base and is multiplied by the height and divided by 3. 4 1. En esta pregunta se pone a prueba los conceptos básicos, dados sus elementos, mediante el teorema de Pitágoras, se encuentra el valor.

activity on pyramidsVersión en línea

pyramid theme exercises

A pyramid with a square base whose measure is 5cm, and the lateral edge is 8 cm. How high is the pyramid?

h=7,17 m

h=7,17 cm

h=8,2 m

h=8,2 cm

Find the Total area of the roof of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters.

AT=83,3133 m^2

AT=73,3133 cm^2

AT=83,3133 cm^2

AT=73,3133 m^2

Find the volume of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters.

V=83,6 m^3

AT=83,6 cm^3

AT=40,83 cm^3

V=40,83 m^3

According to the first question, the apothem can be found by:

Pythagorean theorem

Multiplying the edge and the base

Subtracting the apothem of the base and the lateral edge of the pyramid

Adding all your measurements.

Explicación

In this question the basic concepts are tested, given their elements, using the Pythagorean theorem, the value is found.

The basic concepts are put to the test, given their elements, by means of the Pythagorean theorem, the value of the apothems is found, to later find the value of the lateral area, which are 4 triangles and then multiply it by 4 and add it to the area from the base.

Through the clue in the question, the volume value is found by the value of the area of the base and is multiplied by the height and divided by 3.

1. En esta pregunta se pone a prueba los conceptos básicos, dados sus elementos, mediante el teorema de Pitágoras, se encuentra el valor.

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activity on pyramidsVersión en línea

por Alvarito Mendoza Olaya

A pyramid with a square base whose measure is 5cm, and the lateral edge is 8 cm. How high is the pyramid?

Find the Total area of the roof of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters.

Find the volume of a hut that is shaped like a Pyramid (see image) whose base is square 3.5m and the height is 10 meters.

According to the first question, the apothem can be found by:

Explicación