A student has a candy bar in a coat pocket. The coat is hanging on the coat rack. When the student went to eat the candy for snack, it was melted. Which question would help determine the source of heat that caused the candy bar to melt?
a) Is the coat very thick?
b)What is the temperature of the room?
c) What size is the coat?
d) How many students are in the room?
b)What is the temperature of the room?
Boris rides his bicycle at a high speed, then stops suddenly using the brakes. After his ride, Boris feels the rubber on the tires of his bicycle. The rubber feels warm. What, most likely, is the source of this heat?
A. electricity
B. friction
C. a chemical reaction
D. all of these
What is b) friction
Taylor puts one glass of water in the freezer and one glass in the refrigerator. She takes both glasses out after 10 minutes. What tool would be best for measuring the temperature of each glass of water?
A. a ruler
B. a stopwatch
C. a graduated cylinder
D. a thermometer
What is D) a thermometer
Jenny leaves her doll outside in the sunlight. She brings it inside her house, and then she picks it up an hour later. Which of the following is most likely true?
A. The doll cooled down
B. The doll's temperature got warmer
C. The doll's temperature stayed the same
D. The doll began to melt
What is A. The doll cooled down
Which way of keeping cool on a hot day works by blocking sunlight?
A) switching on a fan
B) using an air conditioner
C) sitting under a wooden roof
D) spraying water mist in the air
What is C) sitting under a wooden roof
Students at your school have been burning their hands on the monkey bars. Which would be the best investigation for determining the material that should be used to make the monkey bars safe for students’ hands?
a) Measure the temperature of the material that the monkey bars are made of while the bars are in the shade and then in the sun. Compare the temperatures to see which is the lowest.
b) Measure the temperature of the material on the ground under the monkey bars and compare it to the temperature of the monkey bars during the hottest part of the day.
c) Measure the temperature of different materials on other playground equipment after the materials have been in the sun for several minutes. Compare to see which has the lowest temperature.
d) Measure the temperature of different materials on other playground equipment when they are in the sun and in the shade. Compare to see which has the lowest temperature.
What is C) Measure the temperature of different materials on other playground equipment after the materials have been in the sun for several minutes. Compare to see which has the lowest temperature.
Angie's house is cold during the winter. She starts a fire in the fireplace to keep the house warm.
How is heat being produced? (1a)
A. by rubbing
B. by all of these
C. by burning
D. by electricity
What is C) by burning
Select two ways Lydia can keep warm while at a beach party on a cold day.
A. rubbing her hands together
B. sitting very still on the sand
C. standing away from other people
D. standing near the beach fire
E. getting wet in the ocean
F. standing in a shady spot
What is A) rubbing her hands together and D) standing near the beach fire
Wanda pours cold water into an insulated bottle. The next morning, she notices the water is still cool. Which BEST describes why the water is still cool.
a) The insulation stops all the cold from leaving the bottle
b) The insulation slows the down the movement of cold out of the bottle
c) The insulation stops heat from entering the bottle
d) the insulation slows down the movement of heat into the bottle.
What is d) the insulation slows down the movement of heat into the bottle.
Kim knows that most things that create light also create heat. She wants to know how much heat is given off by the bulb on her desk lamp while she is doing her homework. Which of the following would be the best way for Kim to measure how much heat the bulb puts out?
A) Place a glass of ice under the lamp to see whether it will melt.
B) Place a black shirt under the lamp and feel how hot it gets.
C) Place her hand under the lamp to see if her hand gets warm.
D) Place a thermometer under the lamp and measure the temperature.
What is D) Place a thermometer under the lamp and measure the temperature.
In the classroom, your friend is always cold and you are always hot. When you took the temperature of the room near your friend’s desk, it was lower than the temperature near your desk. Which is the BEST question that you and your friend can ask to determine how a heat source influences this?
a) Do either of you sit near an air vent?
b) Whose hair is longer?
c) Who is wearing a jacket?
d) What is the weather like today?
What is A) Do either of you sit near an air vent?
Mr. Juarez has some pet fish. The tank that holds the fish has a built-in light bulb and water filter.
Mr. Juarez's fish need to be kept at 27°C (80°F). What is the best way for Mr. Juarez to warm the water up if the temperature drops below this range?
A. clean the water with the filter
B. feed the fish
C. turn on the light bulb
D. cover the tank with a blanket
What is C) turn on the light bulb
Where does the heat that is needed to warm the surface of the ocean come from?
A. the Earth's interior
B. the Sun
C. animals
D. the Earth's surface
What is B) the sun
A student wants to stay cooler while she is playing outside on a sunny day. She owns a white shirt and a black shirt.
Which shirt will keep her cooler and why?
a) The white shirt, because it will reflect more heat than the black shirt.
b) the black shirt, because it will reflect more heat than the white shirt.
c) the white shirt, because it will absorb more heat than the black shirt
d) the black shirt, because it will absorb more heat than the white shirt
What is a) The white shirt, because it will reflect more heat than the black shirt
Answering which question would help a student decide that sunlight is a source of heat energy?
A) Why do car tires feel warm after driving?
B) Why does water boil in a pot on a hot stove?
C) Why do ice cubes melt in a glass of water outside?
D) Why can rubbing two sticks together to create a fire?
What is C) Why do ice cubes melt in a glass of water outside?
You have 4 plastic cups filled with water. Each cup is a different color. What is the best way to investigate to see which color will increase the temperature of the water the most when placed outside?
a) Place all 4 cups on different surfaces in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
b) Place all 4 cups on the same surface in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
c) Place 2 of the cups on the sidewalk in direct sunlight and 2 of the cups in the shade in the grass. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures of the cups in the sun to the temperature of the cups in the shade.
d) Place 2 of the cups on the sidewalk and 2 of the cups in the grass. After 20 minutes in direct sunlight, measure the temperature of the water in each of the cups. Compare all of the temperatures to find the highest.
What is B) Place all 4 cups on the same surface in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
The picture below shows what happened when two books were rubbed together
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
What is A) They became warmer because their surfaces were rubbed together
Which of these benches is most likely the warmest?
A)
B) 
c) 
d) 
What is B 
You have 4 plastic cups filled with water. Each cup is a different color. What is the best way to investigate to see which color will increase the temperature of the water the most when placed outside? (1b)
a) Place all 4 cups on different surfaces in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
b) Place all 4 cups on the same surface in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
c) Place 2 of the cups on the sidewalk in direct sunlight and 2 of the cups in the shade in the grass. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures of the cups in the sun to the temperature of the cups in the shade.
d) Place 2 of the cups on the sidewalk and 2 of the cups in the grass. After 20 minutes in direct sunlight, measure the temperature of the water in each of the cups. Compare all of the temperatures to find the highest.
What is A) Place all 4 cups on the same surface in direct sunlight. After 20 minutes measure the temperature of the water in each cup. Compare the temperatures to see which is the highest.
.
Using gasoline to power a car produces heat. Which action produces heat in the same way?
A) rubbing sandpaper against a piece of wood
B) shaking up the chemicals inside a heat pack
C) pressing the brakes on a bicycle
D) digesting food in the human body
What is D) digesting food in the human body
Cynthia gets two glasses of cold water. She sets both glasses down. She sets one in the sunlight. The second she sets in the shade. As the glasses of water sit, what will happen to the temperature of the water?
A. The glass in the sun will be warmer than the glass in the shade.
B. The water in the glass in the shade will get cooler. The water in the glass in the sun will get warmer.
C.The water in both glasses will stay cold.
D. The water in each glass will get warmer until it boils.
What is A) The glass in the sun will be warmer than the glass in the shade.
Maggie is doing an experiment to see if the temperature of an object changes when rubbed against another object. To do this, Maggie takes the temperature of her skateboard's wheels. The temperature reads 77°F.
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
What is D) 86°F
Victor fills two cups with 175°F water. He places them in a room that has a 78°F air temperature. He checks the water temperature after 30 minutes.
<img data-fr-image-pasted="true" 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
What is C) 160°F
Zara rubbed a wooden dowel with a cloth for 10 seconds. Then she rubbed the dowel with sandpaper for 10 seconds.
Which made the dowel hotter, and why?
A) the sandpaper because it is darker and absorbs more heat
B) the cloth because it creates a chemical reaction and absorbs more heat
C) the sandpaper because it is rougher and creates more friction, creating more heat
D ) the cloth because it is more flexible and creates more points of friction, creating more heat
What is C) the sandpaper because it is rougher and creates more friction, creating more heat
Which of these things does NOT produce heat energy?
A) a campfire
B) burning fuel
C) ice freezing on a lake
D) feet rubbing against carpet
What is C) ice freezing on a lake