Test on geometric figures (D)

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The activity consists of six multiple-choice icfes questions with a single answer about the characteristics and concept of the cone.

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Second Language

mathematics

solidos-geometricos

1 veces realizada

Creada por

Karen Llanos

Colombia

Este juego es una version de

Test on geometric figures

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Test on geometric figures (D)Versión en línea The activity consists of six multiple-choice icfes questions with a single answer about the characteristics and concept of the cone. por Karen Llanos 1 A straight cone is a solid of revolution whose elements are: a A vertex, a circular base, a curved lateral surface, a height, a radius and a slant height. b An axis, a square base, two vertex and a curved lateral surface. c Two circular bases, a curved lateral surface, two radiuses, and an axis. d A vertex, a circular base, a flat side surface, a height, a radius and a slant height. 2 The volume of a right circular cone depends of: a The capacity of the solid and of the height. b The slant height and of the radius of the solid. c The surface and also the center of the cone. d The height of a cone as well radius of the base. 3 The total surface area of a right circular cone is made of two parts: a Flat side surface area and square base. b Area of its square base and side area. c Area of its circular base and the lateral surface area. d Area of the triangle and area of the circle. 4 In a 15-year party is already to hand out a certain amount of refreshment to 300 guests. Determiner the quantity of soda that needs to be prepared for the 300 guests if each glass it has a height of 5 cm and a radius of 3cm. a 47.12 liters b 14.13 liters c 26,32 liters d 16.18 liters 5 A tank has the shape of an inverted circular cone of height = 17 m and a radius of 8 m, that supplies water for the Juan XXIII neighborhood. Determine the amount of water needed to fill the tank to a height of 15 m and the total surface area of the tank. a 320πcm^3 and 200πcm^2 b 164πcm^3 and 136πcm^2 c 289πcm^3 and 190πcm^2 d 285πcm^3 and 202πcm^2 6 In a factory you need to build a chocolate box in the shape of a truncated cone. ¿How much material is to be used if the box has to be 16 cm high, a slant height of 18 cm and two radii of 8 cm and 5 cm? A_T=Al+Ab_1+Ab_2 a 226πcm^2 b 198πcm^2 c 234πcm^2 d 323πcm^2 Feedback 1 You must choose an answer 2 You must choose an answer 3 You must choose an answer 4 https://youtu.be/hC6zx9WAiC4 5 https://youtu.be/JN3LhO0YXw8 6 https://youtu.be/QTuyo-_2iTQ

Test on geometric figures (D)Versión en línea

The activity consists of six multiple-choice icfes questions with a single answer about the characteristics and concept of the cone.

por Karen Llanos

A straight cone is a solid of revolution whose elements are:

A vertex, a circular base, a curved lateral surface, a height, a radius and a slant height.

An axis, a square base, two vertex and a curved lateral surface.

Two circular bases, a curved lateral surface, two radiuses, and an axis.

A vertex, a circular base, a flat side surface, a height, a radius and a slant height.

The volume of a right circular cone depends of:

The capacity of the solid and of the height.

The slant height and of the radius of the solid.

The surface and also the center of the cone.

The height of a cone as well radius of the base.

The total surface area of a right circular cone is made of two parts:

Flat side surface area and square base.

Area of its square base and side area.

Area of its circular base and the lateral surface area.

Area of the triangle and area of the circle.

In a 15-year party is already to hand out a certain amount of refreshment to 300 guests. Determiner the quantity of soda that needs to be prepared for the 300 guests if each glass it has a height of 5 cm and a radius of 3cm.

47.12 liters

14.13 liters

26,32 liters

16.18 liters

A tank has the shape of an inverted circular cone of height = 17 m and a radius of 8 m, that supplies water for the Juan XXIII neighborhood. Determine the amount of water needed to fill the tank to a height of 15 m and the total surface area of the tank.

320πcm^3 and 200πcm^2

164πcm^3 and 136πcm^2

289πcm^3 and 190πcm^2

285πcm^3 and 202πcm^2

In a factory you need to build a chocolate box in the shape of a truncated cone. ¿How much material is to be used if the box has to be 16 cm high, a slant height of 18 cm and two radii of 8 cm and 5 cm? A_T=Al+Ab_1+Ab_2

226πcm^2

198πcm^2

234πcm^2

323πcm^2

Feedback

You must choose an answer

https://youtu.be/hC6zx9WAiC4

https://youtu.be/JN3LhO0YXw8

https://youtu.be/QTuyo-_2iTQ