Question

y = -3\sin\left(\frac{x + \pi}{2} \right) - 2 Drag the black dot to shift your graph in the desired direction. Use the blue draggable dot to change the amplitude and/or reflect with respect to the x-axis. The horizontal distance between the dotted green lines corresponds to one period. Provide your answer below:

          y = -3\sin\left(\frac{x + \pi}{2} \right) - 2
Drag the black dot to shift your graph in the desired direction. Use the blue draggable dot to change the amplitude and/or reflect with respect to the x-axis. The horizontal distance between the dotted green lines corresponds to one period.
Provide your answer below:

y = -3sin((x + π)/(2) ) - 2
Drag the black dot to shift your graph in the desired direction. Use the blue draggable dot to change the amplitude and/or reflect with respect to the x-axis. The horizontal distance between the dotted green lines corresponds to one period.
Provide your answer below:

Added by Ashlee H.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert Julie Silva

Step 1

- **Amplitude**: The amplitude is the absolute value of the coefficient of the sine function, which is 3. - **Reflection**: The negative sign in front of the 3 indicates a reflection over the x-axis. - **Period**: The period of a sine function is given by \( Show more…

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y = -3sin((x)/(2) + (pi)/(4)) - 2 Drag the black dot to shift your graph in the desired direction. Use the blue draggable dot to change the amplitude and/or reflect with respect to the x-axis. The horizontal dotted green lines correspond to one period. Point on the graph below! Provide your answer below: Gmail YouTube y = -3sin + Drag the black dot to shift your graph in the desired direction. Use the blue draggable dot to change the orange dot to change the amplitude and/or reflect with respect to the x-axis. The horizontal dotted green lines correspond to one period Provide your answer below: R (0.0 (2.0 5