Explanation:

The range of a function refers to the set of all possible output values that the function can produce for a given set of input values. In this case, we are given that the range of x is 2.

Calculating the range of -3x + 50:

To determine the range of the function -3x + 50, we need to consider how the operations of multiplication by -3 and addition of 50 affect the range of x.

1. Multiplying by -3:
When we multiply x by -3, the effect is to reverse the order of the range. In other words, if the range of x is 2, then the range of -3x would be -6 (2 * -3).

2. Adding 50:
After multiplying by -3, we add 50 to the result. This addition shifts the range by 50 units. Therefore, if the range of -3x is -6, adding 50 would shift the range to 44 (-6 + 50).

Final result:
Thus, the range of the function -3x + 50 would be 44.

In conclusion, by understanding how multiplication and addition affect the range of a function, we can determine the range of the given function -3x + 50 based on the provided range of x.