When the temperature of a solid increases, which state of matter could the solid transition into?
What is a liquid.
What is a chemical property of matter?
Odor, Solubility, Density, Color, or Reactivity
what is Reactivity
Which physical property can Erin calculate if she knows that the volume of a lead weight is 6.0 cm3 and the mass is 120 g?
what is Density
The speed of light is about 300,000,000 m/s. Which is the correct expression for the speed of light in scientific notation?
3.0 x 10^8 m/s
30 As an ice cube melts, its temperature —
stays the same
Which phase of matter has a definite volume but no definite shape?
What is a liquid.
What is a chemical property that would be observed when a spark is introduced to a mixture of propane and oxygen?
what is Combustibility
From this list name the three Chemical properties of matter
Shape, Reactivity, Melting Point, Combustibility, solubility, boiling point, acidity, and odor.
what are reactivity, acidity, and combustibility.
The opposite of vaporization is called —
condensation
What type of matter comprises the Sun?
What is Plasma
Donald found a substance that he believes is a gas. What characteristics should the substance possess if it is a gas?
The substance should take the shape of the container it is in with particles that are not in contact with one another and move randomly, bumping into one another
Tessa is trying to identify five rocks she found in her backyard. She records the density, odor, color, and shape for all five rocks. What property of the rocks is Tessa observing?
What are physical properties
What are the physical properties of matter?
Shape, Reactivity, Melting Point, Combustibility, solubility, boiling point, acidity, and odor.
What are Shape, Solubility, Boiling point, melting point, and odor
What occurs when water reaches 100°C
It begins to boil
Name the four phases of matter.
What are solid, liquid, gas, and plasma.
A lightening bolt is a type of a
what is plasma
Which of these properties of an unknown liquid can be found using a beaker, a hot plate, and a temperature probe?
Density, Boiling Point, Oxygen Level, Chemical Compostition
What is Boiling Poing
The process of a liquid changing to a gas is —
What is vaporization
What are the five changes of state?
What is Melting, Freezing, vaporization, condensation, sublimation.
Construct the Endothermic
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
A substance with no definite volume and no definite shape is classified as a —
what is gas
Helium is a gas at room temperature. This is an example of a —
What is a physical property
Vaporization occurring at the surface of a liquid is called —
What is evaporation
A student heats 250 mL of water in a pot on a stove. As the water heats, the student places a lid over the pot. The student first observes that the water begins to bubble, and then after about five minutes water droplets begin to appear on the inside of the lid. Identify the phase changes which occur, and the correct description for each.
What are the melting and condensation points temperatures.
melting is 0 degrees C and Condensation is 100 degrees C