,(wk@%6@@@sBold P^i@dArial Sl`B/S@ZowAwSl`B/S@ȡ{R`B/S@umh`B/S@ ȃ=@Yªq'.@`B/S@`d\@ Sl`B/S@ªq'.@`B/S@ȡ;Z`B/S@`d\@Sl`B/S@ȡ;Z`B/S@ Sl`B/S@ªq'.@`B/S@ Sl`B/S@SlP:$hd  rrĎu`B/S@  Sl@ zE  Sl`B/S@S刽l`BQ@ vi\s6   Sl^B/S@vi\s6 )PQRs3] x? H?Y ªq'.@`B/S@ªq'.@tIR )PQRs3] x?)PQRP}3] x?ªq'.@3] x?Sl`B/S@)PQRs3] x?)PQRs3] x?ªq'.@3] x?ªq'.@3] x?ªq'.@`B/S@ªq'.@`B/S@Sl`B/S@\@`d\@ Sl3] x?$'~?\@oKdArial 0A=Sl`B/S@s\@e4@Arial #bw+@\@ aKdArial 0S=Sl`B/S@s\@@Z[@Arial %{S@ O-dkowAw'ȃM@5]'@ %{S@ O-d%{V@ O-d!%{S@ O-d%{S@ Obs\@@Z[@1"5Zy]@Gqٿ@Z[@/EVariacin del rea de un trapecio rectngulo, cuyo lado oblcuo mide Bla mitad de la base menor, en funcin del ngulo que forma el ladooblcuo con la base mayor. MS Sans Serif#Puh@@Z[@$"r@i@@Z[@@ (6+1.5*cos(x))*3*sin(x)c*+*s*f2j&@@?@%Style fsBold P m@&@Arial 0f(x)=(6 + 1'5 cosx) 3 senx%{S@ O-d&%Style fsBold ParentFontTabOrArial A'%Style f333333!@tTabOr0P.$5ZyY@V?Ip4#@("Style fsBold ParentFontTabOrArial / P = (A , S)#A = valor del ngulo A en radianes.(S = valor de la superficie del trapecio.,En la funcin, la variable x es el ngulo A 0en radianes. f(x) es la superficie del trapeciocorrespondiente al ngulo x. MS Sans Serif ) umarentFontTabOr0A,)PQRtE<@*T@\arentFontTabOrArial @ (6+1.5 *cos(x))*3*sin(x)c*+*s*at~/f2@@?@+g@ fNArial 0f(x)=(6+1.5cos(x))3sin(x))PQRs3] x?,+XArial % f1(1.344115)+at~/f2@6~?-at~/f2@u@`dArial %1.3441156~?6~?.6~?u@YdArial 1/.-"%c@0MFM@*1/05~?\Mo&ge@B.] T@2/0at~/f2@Mo&i@B.] T@0/5$9@E?Mo&d@B.] T@dd@Arial 0 A = x = ngulo de rea mxima =$$5~?at~/f2@3.Arial 0S = y = rea mxima = t5~?at~/f2@4-Arial