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(Solved): 4) ( 6 marks) The relationship between x and y is implicitly defined by the equation, sec(x+y)=tan( ...




4) ( 6 marks) The relationship between \( x \) and \( y \) is implicitly defined by the equation,
\[
\sec (x+y)=\tan (y-x)
\]
4) ( 6 marks) The relationship between and is implicitly defined by the equation, (a) Determine . (b) Find an equation for the line which lies tangent to the curve at the point .


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4. Given equation of curve is : sec?(x+y)=tan?(y?x) ?sec?(x+y)=?tan?(x?y) Now derivative with respect
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