Evidence of disrupted sediment layers and deposited boulders suggests flash floods destroyed the glacier-retreated sediment ridge at the river mouth.
Two pieces of evidence found at the bottom of the river mouth that suggest flash floods destroyed the ridge of sediments left by the glaciers when they retreated are:
1. Disrupted Sediment Layers: The presence of disrupted sediment layers at the bottom of the river mouth indicates that a powerful and rapid flow of water occurred. If the ridge of sediments left by the retreating glaciers had remained intact, the sediment layers would have been relatively undisturbed. The disruption, such as irregular layering or mixing of sediments, suggests the action of a forceful event like a flash flood.
2. Deposited Boulders or Cobblestones: Another piece of evidence is the presence of large boulders or cobblestones that are inconsistent with the surrounding sediment size. If flash floods occurred, they would have had the capability to transport and deposit larger-sized sediment particles that were not initially present in the glacial ridge. The presence of such larger particles suggests a sudden and powerful flow of water capable of transporting and depositing them at the river mouth.
These pieces of evidence collectively indicate that flash floods played a role in the destruction and rearrangement of the sediment ridge left by the retreating glaciers. The forceful flow of water during flash floods would have had the capacity to erode and reshape the sediments, resulting in disrupted layers and the deposition of larger-sized particles.
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Draw the hungarian symbol for es
search it because no one seems to know I'm sorry for the inconvenience
What is the m<1?
A- 100
B-50
C-90
D-40
From the image or diagram given, note that the measure of angle 1 is also 100°.
How is this so?The theorem that supports the relationship between the measure of an arc and the measure of the central angle is known as the Central Angle Theorem.
According to this theorem,the measure of a central angle in a circle is equal to the measure of the arc it intercepts.
This theorem is based on the fact that in a circle,the ratio of the arc length to the circumference is equal to the ratio of the central angle to the full angle (360 degrees).
Therefore,if the arc measures 100 degrees,the central angle formed by that arc will also measure 100 degrees.
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