Enter the expression asin(x)+15, where asin(x)is the inverse sine function.

To find the expression asin(x) + 15, let's break it down step-by-step:

Step 1: Start with the inverse sine function asin(x).
Step 2: Add 15 to the result of asin(x).

Thus, the expression asin(x) + 15 is the result.

To enter the expression asin(x) + 15, you will need to use a mathematical software or calculator that supports trigonometric functions and their inverses. Here are the steps to get the answer:

1. Open a mathematical software or calculator that supports trigonometric functions and their inverses.
2. Look for the button or function that represents the inverse sine and press it. On most calculators, this is usually denoted as "sin⁻¹" or "asin".
3. After pressing the inverse sine button, you will need to input the variable, in this case, "x". Enter "x" using the corresponding button on your calculator.
4. Once you have entered "asin(x)", you can add 15 to it by using the addition button or symbol on your calculator.
5. Press the equal "=" button to get the result.

Please note that the result will depend on the value of "x" you have entered. Make sure to enter a valid value for "x" within the domain of the inverse sine function, which is usually between -1 and 1.

If you are using a programming language, you will need to use the appropriate syntax to perform the inverse sine operation and addition. Here's an example using Python:

```python
import math

x = # enter the desired value for x
result = math.asin(x) + 15

print(result)
```

In this example, the `math.asin(x)` function is used to calculate the inverse sine of "x", and then 15 is added to the result. The final value is printed with the `print` function.

asin^1(x)+15

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