Answer:
AI-generated answer
The given problem involves a function notation, C(n) = 29. Let's interpret this function step-by-step:
1. The notation C(n) represents a function named C with an input variable of n. This means that the function C takes a value of n as input and performs some operation on it to produce an output.
2. In this case, the function C(n) is defined as 29. This means that, regardless of the value of n, the output of the function C will always be 29. In other words, no matter what value you substitute for n, the result will be constant at 29.
To summarize:
- C(n) is a function with an input variable of n.
- The output of the function C(n) is always 29.
Let's use an example to further illustrate this:
If we let n = 5, then C(5) = 29.
Similarly, if we let n = 10, then C(10) = 29.
Therefore, no matter what value you choose for n, the output of the function C(n) will always be 29.
Remember, function notation allows us to represent mathematical relationships between variables, and in this case, the function C simply returns a constant value of 29 regardless of the input value.
Explanation: