- #1
Karma
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sin-(cos(7pi/5) (arcsin)
i have the equation (x+n2pi) but don't know where to go from their
i have the equation (x+n2pi) but don't know where to go from their
What you've written makes no sense at all! What do you mean byKarma said:sin-(cos(7pi/5) (arcsin)
i have the equation (x+n2pi) but don't know where to go from their
An inverse function is a mathematical concept that represents the opposite of a given function. It is essentially a reversal of the original function, where the input and output values are switched.
To find the inverse of a function, you must first switch the input and output variables. Then, solve for the new output variable in terms of the new input variable. The resulting equation is the inverse function.
A function and its inverse are two mathematical operations that "undo" each other. This means that when you apply the function and its inverse to a value, you will get the original value back. In other words, they are reflections of each other over the line y = x.
No, not every function has an inverse. For a function to have an inverse, it must pass the horizontal line test, meaning that each horizontal line intersects the function at most once. If a function fails this test, it does not have an inverse.
The notation for an inverse function is f-1(x). This is read as "f inverse of x" and represents the inverse function of the original function f(x).