Create an interpretation of the following statement.
f(2)=150
(1 point)
After 300 hours, the travel magician will make $2.
After 2 hours, the travel magician will have made $150.
After 150 hours, the travel magician will have made $2.
After 2 hours, the travel magician will make $300.
its b
The correct interpretation of the statement "f(2) = 150" is that after 2 hours, the travel magician will have made $150.
The interpretation of the statement "f(2) = 150" is as follows:
In this context, the notation "f(2)" represents a function where the input is the number 2. The output of this function is given as 150.
So, if we input 2 into the function f, the result will be 150.
To further elaborate on how this interpretation is derived, the function here is not explicitly provided, but knowing that f(2) is equal to 150 gives us some hints.
One approach to finding the interpretation is to consider different equations or scenarios that could satisfy the given statement. In this case, we can generate a few interpretations:
1. After 300 hours, the travel magician will make $2.
This statement does not match the given equation since f(2) should be equal to 150. Thus, this interpretation is incorrect.
2. After 2 hours, the travel magician will have made $150.
This interpretation fits the equation f(2) = 150. It suggests that after only 2 hours, the travel magician will have already earned $150.
3. After 150 hours, the travel magician will have made $2.
Although this interpretation would satisfy the equation f(2) = 150, it doesn't align with the concept that after 150 hours, the magician would have earned only $2. Therefore, this interpretation is not valid.
4. After 2 hours, the travel magician will make $300.
This statement does not match the given equation. f(2) is specifically stated as equal to 150, so this interpretation is incorrect.
In conclusion, the correct interpretation is option 2: after 2 hours, the travel magician will have made $150.
2 on the x axis, 2 hours
150 on the y axis , 150 dollars
so earnings after 2 hours = 150 dollars