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Review the video as needed. Use the sine key to evaluate the sine of the angle with the given radian measure. Be sure your calculator is in radian mode. \

To approximate \(\sin(7.0119)\) correctly:

1. **Ensure the calculator is in radian mode**: Since \(7.0119\) is a radian measure, your calculator must be set to radians.
2. **Input the value \(7.0119\)**: Type \(7.0119\) into the calculator.
3. **Press the sine function button** (\(\sin\)): After inputting \(7.0119\), press the \(\sin\) key.

Now, let's calculate it:

\[
\sin(7.0119) \approx 0.6493
\]

(Rounded to four decimal places)

If you have any questions or need further details, feel free to ask!

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Here are 5 related questions you might explore:
1. How do you use a calculator to find the cosine of an angle?
2. What is the general form of the sine function?
3. How do you interpret the sine value of an angle in real-world scenarios?
4. How does the sine function behave as the angle increases beyond \(2\pi\)?
5. What is the relationship between sine and cosine for complementary angles?

**Tip:** Double-check your mode settings on the calculator before calculating trigonometric functions, especially when switching between degrees and radians.

Learn how to correctly evaluate the sine of an angle measured in radians (7.0119) using your calculator in radian mode. This problem covers trigonometric concepts and the sine function. Suitable for high school students.

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