Rock layers
4th grade (Year 5 in England) · 10 questions · Common Core: NGSS.4-ESS1-1 · England: KS2 Y3 Rocks, KS3 Chemistry: Earth and atmosphere (rock cycle)
Name
Date
Score/ 10
Question 1
A river has cut a canyon and you can see many layers in the walls. What do the layers show?
- A. paint added by people
- B. the river's colour
- C. one year of weather
- D. a record of how the area changed over a very long time
Question 2
At the bottom of a lake, mud builds up about 5 cm every 100 years. A layer of mud is 40 cm thick. About how many years did it take to form?
Answer
Question 3
Why might an old layer be found ABOVE a younger one?
- A. Earth movements folded or flipped the layers.
- B. Old layers float.
- C. Someone carried it there.
- D. The bottom layer is always youngest.
Question 4
At the bottom of a lake, mud builds up about 2 cm every 100 years. A layer of mud is 18 cm thick. About how many years did it take to form?
Answer
Question 5
A fossil is found in a layer deep below another layer. Which fossil is older?
- A. the one in the higher layer
- B. you can never tell
- C. they are the same age
- D. the one in the deeper layer
Question 6
At the bottom of a lake, mud builds up about 5 cm every 100 years. A layer of mud is 45 cm thick. About how many years did it take to form?
Answer
Question 7
A rock layer contains rounded pebbles and fossil river snails. What was the environment when it formed?
- A. a glacier
- B. the deep ocean floor
- C. a desert with no water
- D. a river
Question 8
At the bottom of a lake, mud builds up about 2 cm every 100 years. A layer of mud is 16 cm thick. About how many years did it take to form?
Answer
Question 9
A fossil is found in a layer deep below another layer. Which fossil is older?
- A. they are the same age
- B. you can never tell
- C. the one in the deeper layer
- D. the one in the higher layer
Question 10
At the bottom of a lake, mud builds up about 2 cm every 100 years. A layer of mud is 10 cm thick. About how many years did it take to form?
Answer
All done? Color in the animal! · Free from eurekami.com/math