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astr0
- 17
- 0
I need to simplify this expression. How do I go upon that? [tex]cos(sin^{-1}(9x))[/tex]
What have you tried? Before we can help you, you need to have made an effort at solving the problem for yourself.astr0 said:I need to simplify this expression. How do I go upon that? [tex]cos(sin^{-1}(9x))[/tex]
I agree with Mark!Mark44 said:What have you tried? Before we can help you, you need to have made an effort at solving the problem for yourself.
The formula for simplifying cos(sin-1(9x)) is √(1-(9x)2).
If the value of x is known, you can simply plug it into the formula √(1-(9x)2) and calculate the simplified value of cos(sin-1(9x)).
The inverse function of sin(x) is sin-1(x), also known as arcsin(x).
Yes, the formula for simplifying cos(sin-1(9x)) works for both positive and negative values of x. However, the simplified value may be negative for negative values of x.
The simplified value of cos(sin-1(9x)) can be used in problems involving trigonometric functions and their inverse functions, such as finding the value of an angle or the length of a side in a triangle.