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100

What is used to measure our mass?

A bathroom scale.

100

Say two examples of synthetic materials.

Rubber and plastic.

100

What  are the two types of properties of matter?

General properties and specific properties.

100

Say 4 examples of unit of mass.

Kilograms, grams, miligrams and tonnes.

100

True or false: 

The shape of a container affects how the same volume looks.

True.

200

What's matter?

It is anything that occupies space.

200

What are the general properties of matter?

Mass, volume and density.

200

What do we use to measure the mass?

We use scales.

200

What's volume?

It’s the space the matter occupies.

200

How can we convert kilograms to grams?


We multiply by 1000.

300

What's density?

It’s the relationship between volume and mass.

300

What do we do to convert grams to kilograms?

We divide by 1000.

300

What's capacity?

It's the maximum amount of liquid a container can contain.

300

What's mass?

Mass is the amount of matter in an object.

300

What is the unit to measure volume?

cm3= cube centimetres.

400

TRUE OR FALSE:

In a cube, length and width measure the same, but height is lower.

False.

400

What are the specific properties of matter?

Texture, flexibility, transparency, resistence to water, colour and shape.

400

Say two examples of transparency of matter.

Transparent or opaque.

400

How do we measure the volume of a solid with a regular shape?

VOLUME= LENGTH (cm )x WIDTH (cm) x HEIGHT (cm).

400

Say three examples of texture of matter.

Smooth, rough, hard, soft...

500

Calculate the volume of a cube whose height is 12 cm.

1728 cm3.

500

Calculate the volume of a solid with irregular shape knowing that the original volume was 125 cm3 and the final volume is 0,350dm3.

225cm3.

500

Explain the displacement method.

  • Use a calibrated container.
  • half fill the container with water and write down the volume.
  • put the object in the water.
  • writedown the new volume
  • volume= initial volume- final volume
500

Calculate the volume of a cuboid whose height is 4,5 cm, width 5,2 cm and lenght 6,6 cm.

154.44 cm3

500

Calculate the volume of a solid with irregular shape knowing that the original volume was 98 cm3 and the final volume is 0,185 dm3.

87 cm3.