is the only value that is an output of the function.
Further explanation:
There are two types of values input and output.
The value we substitute in place of variable is the input value and the values obtain by substituting the input value is known as output value.
Given:
The values of are -6, 7, 4, 3 and-5.
The values of the function are and .
Calculation:
The values of are the input values of the function and the values of the function are the output values.
Here, is the value of and it is an input value of the function.
Therefore, is not an output value of the function.
Here, Β is the value of and it is an output value of the function.
Therefore, is an output value of the function.
Here, is the value of and it is an input value of the function.
Therefore, is not an output value of the function.
Here, is the value of and it is an input value of the function.
Therefore, is not an output value of the function.
Hence, is the only value that is an output of the function.
Learn more:
1. Learn more about inverse of the functionhttps://.
2. Learn more about equation of circle .
3. Learn more about range and domain of the function
Answer details:
Grade: Middle School
Subject: Mathematics
Chapter: functions
Keywords: function, input, output, input value, output value, variable, equation, number.