I'm currently creating a function for my final maths assignment, which I'm seeking to find a maclaurin expansion for. The specific function is: $$ f(x,y)=\sin((2π/1.17)x+(π/2-1.047)y) $$ I know that when finding the maclaurin expansion, you usually find $f(0)$ of multiple derivatives, in order to find the coefficients, but how about in this case when I have two variables: $f(x,y)$?
2026-03-25 12:29:32.1774441772
How to find the maclaurin expansion for an implicit trig function? $y=\sin(x+y)$
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