(8) Find the differential for the function using logarithmic differentiation. y = (sin x) (sec): dy = y'dr (sin x) (sec ) [sec r tan r In (sin r) + csc r] dr dy = y'dr = (sin x) (sec). secrtan x ln (sin x) csc r dr dy=y'dr = (sin x) (secr-1). dr dy = y'dr (sin x)(sec z-1) secr tan r dr (A) In y = sec z-In (sin r) (B) In y = sec z-In (sin z) (C) y = (sin r) z (D) y = = (sinz) z and so and so and so and so =

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