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What is the range of -3sin(1/3x) +4

User Reijerh
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Final answer:

The range of the function -3sin(1/3x) + 4 is from 1 to 7.

Step-by-step explanation:

The range of the function -3sin(1/3x) + 4 can be found by analyzing the range of the sine function and then applying the appropriate transformations.

The range of the sine function is between -1 and 1. However, when we multiply it by -3, the range becomes -3 to 3.

Finally, when we add 4 to the function, the range shifts up by 4 units. So, the range of the given function is from 1 to 7.

User FractalBob
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