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expscv
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how do i find intersection of sin(x) and cos(x)? wat method do i use?
expscv said:how do i find intersection of sin(x) and cos(x)? wat method do i use?
The intersection of trig F(x) refers to the points where the graph of the trigonometric function F(x) intersects with the x-axis.
The intersection of trig F(x) is important because it helps us determine the solutions to trigonometric equations and can provide valuable information about the behavior of the function.
To find the intersection of trig F(x), we set the function equal to zero and solve for the values of x that make the equation true. These values represent the x-coordinates of the points of intersection.
Yes, the intersection of trig F(x) can be negative. This occurs when the function crosses the x-axis below the origin, resulting in negative x-coordinates for the points of intersection.
Yes, there are special cases for the intersection of trig F(x) when dealing with periodic functions, such as sine and cosine. In these cases, there may be an infinite number of points of intersection due to the repeating nature of the functions.