Create and Solve
1) Create two functions for another student to multiply. Limit to 3 terms. 2) Muliply another students function 3) Provide feedback to the student who solved your function.
1) Function 1: multiply_terms(a, b, c)
This function takes in three numbers (a, b, and c) and returns their product.
Function 2: multiply_func(func, x)
This function takes in a function and a number (func and x, respectively), and returns the result of evaluating the function at x.
For example:
```
def multiply_terms(a, b, c):
return a * b * c
def multiply_func(func, x):
return func(x)
```
2) Suppose the student's function is `func(x) = 2x^2 - 3x + 1`. We can call the `multiply_func` function to evaluate this function at a given value of x. Let's say we want to evaluate it at x = 2, the code would be:
```
result = multiply_func(func, 2)
print(result) # Output: 5
```
The result would be 5.
3) Feedback for the student who solved our function:
We can provide feedback by comparing the result of the student's multiplication with the actual multiplication result. Let's say the actual multiplication result for `multiply_terms(2, 3, 4)` is 24. We can compare it with the student's result and provide feedback accordingly.
```python
def compare_results(student_result, actual_result):
if student_result == actual_result:
return "Great job! Your multiplication is correct."
else:
return f"Oops! Your multiplication is incorrect. The actual result is {actual_result}."
actual_result = multiply_terms(2, 3, 4)
feedback = compare_results(student_result, actual_result)
print(feedback)
```
Based on the feedback, the student can determine if they solved the function correctly or if there was an error in their multiplication.