13/24 input F=31 what is output?
Answers
Answer:
- Mahendra avoided looking out of the window when the moon was full. He went to bed with a certain unease and peered into the darkness to make sure that there was no movement of dark shapes outside.
Answer:
It is not clear from the given question what kind of function is being referred to, so we cannot determine the output with certainty. However, we can make some assumptions and provide a possible answer based on those assumptions.
Step-by-step explanation:
Let us assume that the function is a linear function of the form:
Output = m × Input + c
where m and c are constants. To find the output when Input F is 31 and Input is 13/24, we need to first determine the values of m and c. We can do this by using two data points:
When Input is 0, the Output is c (since 0 × m = 0, and c is the y-intercept)
When Input is 24/13, the Output is F (since F is the output when Input is 13/24)
Using the first data point, we can write:
c = Output when Input is 0
Using the second data point, we can write:
F = m × (24/13) + c
Simplifying this equation, we get:
m = (F - c) × (13/24)
Now, substituting the given values, we get:
Input = 13/24
F = 31
Assuming the function is a linear function, we can solve for m and c as follows:
c = Output when Input is 0
m = (F - c) × (13/24) = (31 - c) × (13/24)
Substituting the value of m in terms of c into the first equation, we get:
c = Output when Input is 0
(31 - c) × (13/24) = (Output - c)
Simplifying this equation, we get:
Output = (31 × 13/24) + (11/24) × c
Now, substituting the value of Input as 13/24, we can calculate the output as:
Output = (31 × 13/24) + (11/24) × c
Output = 16.77 + (11/24) × c
Therefore, without more information about the function, the output cannot be determined with certainty. However, assuming a linear function, the output can be expressed as a function of c, which would require more information about the function to determine.
Learn more about linear function :
https://brainly.in/question/52161541
#SPJ2