Looking at the graph, which statements are true? Check all that apply.
(3 points)
Responses
The temperature seems to be dropping 1 degree per foot as the diver dives deeper.
The temperature seems to be dropping 1 degree per foot as the diver dives deeper.
It is a probabilistic interpretation to say that the water temperature drops as the scuba diver goes deeper into the water.
It is a probabilistic interpretation to say that the water temperature drops as the scuba diver goes deeper into the water.
We can use a deterministic interpretation to say that the water temperature would be over 120 degrees if the scuba diver was -10 ft out of the water.
We can use a deterministic interpretation to say that the water temperature would be over 120 degrees if the scuba diver was -10 ft out of the water.
The water temperature is usually about 110 degrees on the surface of the water.
The water temperature is usually about 110 degrees on the surface of the water.
The water would hit zero degrees after diving down about 125 feet.
The temperature seems to be dropping 1 degree per foot as the diver dives deeper. (True)
It is a probabilistic interpretation to say that the water temperature drops as the scuba diver goes deeper into the water. (True)
We can use a deterministic interpretation to say that the water temperature would be over 120 degrees if the scuba diver was -10 ft out of the water. (False)
The water temperature is usually about 110 degrees on the surface of the water. (False)
The water would hit zero degrees after diving down about 125 feet. (False)
a,b,c or d
The statements that are true based on the graph are:
a) The temperature seems to be dropping 1 degree per foot as the diver dives deeper.
b) It is a probabilistic interpretation to say that the water temperature drops as the scuba diver goes deeper into the water.
To determine which statements are true, let's analyze each statement one by one:
1. The temperature seems to be dropping 1 degree per foot as the diver dives deeper.
To verify this statement, we can look at the graph and check the change in temperature for each foot of depth. If the temperature consistently drops by 1 degree for each additional foot of depth, then this statement is true.
2. It is a probabilistic interpretation to say that the water temperature drops as the scuba diver goes deeper into the water.
To determine if this statement is true, we need to understand the meaning of probabilistic interpretation. A probabilistic interpretation suggests that there is a likelihood or probability that a certain event will occur. In this case, if there is evidence or data indicating that the water temperature generally drops as the scuba diver goes deeper into the water, then we can consider it a probabilistic interpretation.
3. We can use a deterministic interpretation to say that the water temperature would be over 120 degrees if the scuba diver was -10 ft out of the water.
To evaluate this statement, we need to understand the concept of deterministic interpretation. Deterministic interpretation means that the outcome is predictable or certain. In this case, if there is a clear relationship between the depth and temperature, we can determine whether the water temperature would be over 120 degrees if the scuba diver was -10 ft out of the water.
4. The water temperature is usually about 110 degrees on the surface of the water.
We can determine the accuracy of this statement by examining the graph and identifying the temperature at the surface of the water. If the graph shows that the temperature is consistently around 110 degrees on the surface, then this statement is true.
5. The water would hit zero degrees after diving down about 125 feet.
To verify this statement, we need to locate the depth at which the temperature reaches zero degrees on the graph. If it aligns with a depth of approximately 125 feet, then this statement is true.
By analyzing the graph and considering the relevant information provided in each statement, you can determine which statements are true.