Suppose `y=sinx` . Describe the sequence of transformations to get the graph of `y=sin(-2x+1)`.

Explanation

To transform the graph of \( y = \sin x \) into the graph of \( y = \sin(-2x + 1) \), we can break down the transformations step by step.

### Step 1: Reflect over the y-axis
The first transformation we need to apply is to reflect the graph of \( y = \sin x \) over the y-axis. This is done by replacing \( x \) with \( -x \).

- **Transformation**: \( y = \sin x \) becomes \( y = \sin(-x) \).

### Step 2: Horizontal compression
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