Question: Approximate a solution of s i n ( x ) = c o s ( 9 x ) in the interval 0 , 2 to

Approximate a solution of sin(x)=cos(9x) in the interval 0,2 to three decimal places.
Coes/der the first five apperoximations of the solution using Newton's Method.
f(x)=sin(x)-cos(9x)
xn1=xnsin(xn)-cos(9xn)cos(xn)9sin(9xn)
\table[[n,x0,f(k),f'(ka)
Approximate a solution of s i n ( x ) = c o s ( 9

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