The missing time recorded at unconformity #1 is 560 million years.
How did we get the value?
To estimate how much geologic time is missing along unconformity #1, you'll need to identify the two rock units that are essential for this question. The key information for this is the concept of unconformities, which represent gaps in the geologic record due to erosion or non-deposition.
In this case, you can look for the youngest rock unit below unconformity #1 and the oldest rock unit above it. The unconformity represents a period of time where either erosion occurred or no new sediments were deposited.
Based on the ages provided:
1. The youngest rock unit below unconformity #1 is Unit X (40 million years old).
2. The oldest rock unit above unconformity #1 is Unit M (600 million years old).
So, the two essential rock units for estimating the missing time along unconformity #1 are Unit X and Unit M.
Now, to calculate the missing time, you subtract the age of the younger unit from the age of the older unit:
![\[ \text{Missing time} = \text{Age of Unit M} - \text{Age of Unit X} \]](https://img.qammunity.org/2024/formulas/physics/college/ql2lxvvqpkdd5bs2lqqdp81e2yn4g0dpib.png)
![\[ \text{Missing time} = 600 \, \text{million years} - 40 \, \text{million years} \]](https://img.qammunity.org/2024/formulas/physics/college/f4t4uh1pps7ujdxs3x30bkmvdk5f7dwyvo.png)
![\[ \text{Missing time} = 560 \, \text{million years} \]](https://img.qammunity.org/2024/formulas/physics/college/z3upznc5qcmwwimkk5k0vxfhq82yfkp0wj.png)
Therefore, the missing time recorded at unconformity #1 is 560 million years.