On average, 30 cm of soil is deposited for every ____ years.
1000
What is a fossil?
A trace or remain of an organism that lived long ago
What is the Law of Superposition?
In a group of undisturbed rock layers, the oldest layers are at the bottom, and the youngest rock layers are on top
In the Twizzler activity, what did the proportion of Twizzler that was eaten represent?
Daughter Isotope
What's the difference between absolute dating and relative dating?
Absolute dating gives us an exact age, while relative dating only gives us the order of the layers
What are varve rings similar to?
Tree rings
Give me two examples of trace fossils
Nests, Coprolite, Toothmarks, Imprints, Tracks
Who developed uniformitarianism?
James Hutton
What was the name of the new epoch that the article said we were moving into?
the Anthropocene
What is uniformitarianism?
The concept that says that current geologic processes have always been occurring the same way
The more daughter isotope there is, the ______ the rock layer must be
Older
What two aspects are needed to create a fossil?
Hard Parts, Quick Burial
Why is relative dating much more common with sedimentary rock?
Because sedimentary rocks are deposited in horizontal layers
In the football field activity, what happened at each Era?
Mass extinction
What is a half-life
The time it takes 50% of a parent isotope to decay into a daughter isotope
Name a real-world application that we use radioactive dating for besides rock layers.
Tracking certain chemical processes, determining the age of human artifacts, radiotherapy, tracers in medical imaging
Using fossils to correlate the ages of rock layers is another method of ____________?
Relative Dating
What is an example of a time where you can't use the Law of Superposition
When rock layers or overturned or there are inclusions
In the Ice Age Death Trap video, what did the scientists think were the markings on the bones?
Evidence of human tools
What is the difference between a Nonconformity and a Disconformity?
An Nonconformity is when sedimentary rock is deposited on eroded igneous/metamorphic rock. A Disconformity occurs when sedimentary rock is deposited on eroded sedimentary rock
When there is more water, more coarse grains are deposited. When there is less water, more fine grains are deposited
Name two of the three things that we can learn from fossils
Ancient plants/animals, ancient environments, ancient climates
Put these layers in order from OLDEST to YOUNGEST
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
E, D, C, B, X, F, A
What was the main takeaway from the article we read?
Human activity has drastically changed the climate of Earth
What's the difference between a theory and a law?
A law is an observable pattern, while a theory is an explanation for a pattern