24. I Jeose-2cos'e.y 3sing-2 dy 31 16. If y sint e, then I) Tang 2) Coto...
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24. I Jeose-2cos'e.y 3sing-2 dy 31 16. If y sint e, then I) Tang 2) Coto 3) Cor 25. I rsec0-cos. ysec" 8-co'e ds 4) Tan - (comx+e 3) 4)-sin (dy 17. If *-8 and y+ then de 3. +4) 4)- 3) (+4) 18. If y, is the kth derivative of y w.r.t x. y= con sinx), then y,sinx + y,cosx= ly sin's 2y sins 3 y cos's 4)-y cos'x dy then dx 26. If y=sin dy RSHY 2) sin2a (coty - siny) UCATION M T LTD 19. siny = sini a +y), then ds D 2) 1) sina sin' (a +y) sin (a+y) sina sin (a+y) If xl+y+y+x=0 and x x*y then cosa cosca sin 20. Tany =em sinx then (1+x) 2) (1+x) 1) sin2y (cotx - 2sin2x) 3) d-x) (1-x 3) sin2y (cots + 2sin2x) 4) sin2a(coty + siny) 28. de Cos 21. If y=Sin_2x 1+x t%3DSin then dy dx dr -3 3) 3) 2 de 9-7 dx 3 dr 22. If y = 2" and de = log 256 at x = I then a = 29. If 3x +4xy + 2y' +x-8=D0, then (-L3) 2)1 3) 2 4) 3 -1 for 23. f-2r-7+5 then 'o)= -4/3 for 1l 30. If =log I, then %3D at x = e is 3) 1) 0 2) 1 3)e 708 219 2) 24. I Jeose-2cos'e.y 3sing-2 dy 31 16. If y sint e, then I) Tang 2) Coto 3) Cor 25. I rsec0-cos. ysec" 8-co'e ds 4) Tan - (comx+e 3) 4)-sin (dy 17. If *-8 and y+ then de 3. +4) 4)- 3) (+4) 18. If y, is the kth derivative of y w.r.t x. y= con sinx), then y,sinx + y,cosx= ly sin's 2y sins 3 y cos's 4)-y cos'x dy then dx 26. If y=sin dy RSHY 2) sin2a (coty - siny) UCATION M T LTD 19. siny = sini a +y), then ds D 2) 1) sina sin' (a +y) sin (a+y) sina sin (a+y) If xl+y+y+x=0 and x x*y then cosa cosca sin 20. Tany =em sinx then (1+x) 2) (1+x) 1) sin2y (cotx - 2sin2x) 3) d-x) (1-x 3) sin2y (cots + 2sin2x) 4) sin2a(coty + siny) 28. de Cos 21. If y=Sin_2x 1+x t%3DSin then dy dx dr -3 3) 3) 2 de 9-7 dx 3 dr 22. If y = 2" and de = log 256 at x = I then a = 29. If 3x +4xy + 2y' +x-8=D0, then (-L3) 2)1 3) 2 4) 3 -1 for 23. f-2r-7+5 then 'o)= -4/3 for 1l 30. If =log I, then %3D at x = e is 3) 1) 0 2) 1 3)e 708 219 2)
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