A Push or a Pull
What is a force?
Draw what the particles look like in a solid, liquid and gas
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
The term/vocabulary word for when a substance dissolves evenly into another
What is solubility?
Plastic, wood and stryofoam are examples of thermal and electrical ___________
What are insulators?
A science tool appropriate for collecting, measuring and pouring small amounts of water
What is a graduated cylinder?
A force that stops or slows down movement
What is friction?
During the evaporation phase of the water cycle, water transforms from this state to another
What is liquid to gas?
A student uses a triple beam balance to measure the mass of an ice cube. The student records the mass of the ice cube as 7 grams. The student then allows the ice cube to melt and measures the mass of the melted ice cube. What was the mass of the water after it melted?
F 5 grams
G 7 grams
H 10 grams
J 8 grams
What is G - 7 grams
Liquids were placed into 3 graduated cylinders, as shown below. Each of the liquids used have a different density.
Based on the picture above, which liquid shown above has the greatest relative density?
A Corn oil
B Water
C Maple syrup
D Dish soap
What is maple syrup?
Write down one important science lab safety rule
Answers will vary.
The force that pulls objects and people toward the center of the earth
What is gravity?
Write the characteristics of a solid
What is keeps its shape, has a definite volume, can be easily seen (optional)?
List three substances that dissolve in water and one that does NOT
What are sugar, salt and drink mix? What is sand?
What are the four types of metal that are magnetic?
What are Steel, Iron, Nickel and Cobalt? SINC
A student notices her parent using a stainless steel pan like the one shown below.
She told her parent that she learned about conductors and insulators and now understands how those physical properties of the pot help cook her dinner. Which of the following best explains how the handle and pan work?
F The plastic handle acts as an insulator to protect hands from getting burned, while the metal pot conducts electrical energy to cook the food.
G The plastic handle acts as an insulator to distribute thermal energy evenly, while the metal pot acts as a conductor to protect the food from getting burned.
H The plastic handle acts as an insulator to protect hands from getting burned, while the metal pot conducts thermal energy to cook the food.
J The plastic handle acts as a conductor to protect hands from getting burned, while the metal pot insulates thermal energy to cook the food.
What is H?
Students want to test whether the height of a ramp affects the distance a car will travel. Write down the materials they should gather to perform this investigation.
What is a toy car, meter stick, ramp, tape (optional), textbooks or other object to use for ramp height?
Write the characteristics of a liquid
What is has a definite volume, flows easily and takes the shape of its container?
A student collected rocks and measured them using the tool below.
Which of the following shows the mass of the rocks?
A 17 grams
B 7 grams
C 10 grams
D 107 gram
What is 17 grams?
How you separate Jolly Rancher drink mix from the water after you have mixed it and created a solution
What is evaporate/boil the liquid until it evaporates, leaving the solid powder behind?
I am made of metal. I conduct electricity. I am not magnetic. I am more dense than water. What am I?
What is a penny?
How many variables can you change in a valid experiment?
What is ONE?
Write the characteristics of a gas
What is no definite volume or shape, takes the shape of its container and cannot easily be seen?
Most conductors are made from _______
What are metals?
Fill in the blanks using the words mixture or solution
All ________ are ___________
Not all _________ are ____________
All solutions are mixtures. Not all mixtures are solutions.
What's worse than finding a worm in your apple?
Finding half a worm. You matter. You are brilliant. You are ready to knock out Snapshot 1.