1.5 Exp SOC 10 CALCA Text.pd CALCA Cengag t Ticketm OW nodules/unproctoredTest. QuestionSheet FW22 future attempts. Assume that the function y is defined implicitly as a function of x by the given e differentiation to find a differential equation for which y is a solution. ( 202 + y2 ) = = 10 xy- y' = Va a TT sin (a) 2 3-xy 2 5 y Zyty" - 10 xy Submit Assignment Quit & Save Back M1.5 Exp SOC 10 CALCA Text.pd| CALCA Cengag t Ticketn OWL: C dules/unproctoredTest. QuestionSheet N22 ture attempts. For the equation given below, find dy dx 3 23y2 - 3 x2y =5 dy - d x Va a TT sin (a) 2 y-3 xy x 2 xy-1 Submit Assignment Quit & Save Back M1.5 Exp SOC 10 CALCA Text.pd CALCA Cengag t Ticketm OWL nodules/unproctoredTest. QuestionSheet FW22 future attempts. Use the Product Rule to find the derivative of f. f (x) = tan (x) sec (x) f' (ac ) = sin (a) a ? 2 1+ sin X 3 COS X Submit Assignment Quit & Save Back Maccoun = 1.5 Exp SOC 10 CALCA Text.pd CALCA Cengag t Ticketm 15 ius.cloud/modules/unproctoredTest. QuestionSheet Let f (2) = V x2 + 8. f ( x ) = ab sin (a a ? X x - + 8 f ( 2 ) = 0.6 f' ( x ) = sin (a) OO 8 V X - +8 x 2+8 Submit Assignment Quit & Save M1.5 Exp SOC 10 CALCA Text.pd CALCA Cengag t Ticketm OWL : ud/modules/unproctoredTest. QuestionSheet f (20 ) = 6-22 3+2 2 f(x) = sin (a) ? 18 x 3 + x Find f(4). f ( 4 ) = sin (a) 24 127 Submit Assignment Quit & Save Back M5 Exp SOC 10 CALCA Text.pd CALCACengag t Ticketn OWL : C. m Uni x Jules/unproctoredTest. QuestionSheet Find the first and second derivatives of the following function: h (x ) = tan 1 (2 2 ) h ( ac ) sin (a) OO ? 2 X 12 sin X h" ( a) = sin (a) X ? 8 x COS -2 sin 4 2 sin Submit Assignment Quit & Save Bad Question M M AO