奥数之家数学奥林匹克讨论区(讨论不低于二试级别的问题)不等式讨论专用区刘保乾不等式工作室 → 等腰取等的


  共有639人关注过本帖树形打印复制链接

主题:等腰取等的

帅哥哟,离线,有人找我吗?
xzlbq
  1楼 | 信息 | 搜索 | 邮箱 | 主页 | UC


加好友 发短信
等级:斑竹 帖子:2638 积分:16958 威望:4 精华:1 注册:2010-4-30 1:23:48
等腰取等的  发帖心情 Post By:2017-5-16 20:22:23 [只看该作者]

{(ka-2*r)^2-4*(ha-r)^2*sin((1/2)*B)^2*sin((1/2)*C)^2, (ka-r)^2-(ha-r)^2, (ra+ka)^2-(ha+ra)^2, (wa-r)^2-2*R*(ha-2*r), ka*(ka-2*r)-(ha-r)^2*sin(B)*sin(C), ka*(ka-r)-ha*(ha-r), ka*(ma-2*r)-(s-a)^2, ka*(ma-r)-(1/2*(b+c))*(s-a), ka*(ra+ka)-ha*(ha+ra), ka*(wa-2*r)-(s-a)^2, ma*wa-(1/2)*ha*(rb+rc), ma*(wa-2*r)-(s-a)^2, ma*(wa-r)-(1/2*(b+c))*(s-a), wa*(ka-2*r)-ha*(ha-2*r), wa*(ka-2*r)-(ha-r)^2*sin(B)*sin(C), wa*(ma-2*r)-(s-a)^2, wa*(ma-r)-(1/2*(b+c))*(s-a), (ka-2*r)*(ka-r)-(ha-2*r)*(ha-r), (ka-2*r)*(ra+ka)-ha*(ha-r), (ka-2*r)*(wa-2*r)-(ha-2*r)^2, (ka-2*r)*(wa-2*r)-4*(ha-r)^2*sin((1/2)*B)^2*sin((1/2)*C)^2, (ka-2*r)*(wa-r)-(ha-2*r)*(ha-r), (ka-2*r)*(wa+ra)-ha*(ha-r), (ka-r)*(ma-r)-2*R*(ha-2*r), (ka-r)*(ra+ka)-(ha-r)*(ha+ra), (ma-2*r)*(ra+ka)-(1/2*(b+c))*(s-a), (ma-2*r)*(wa+ra)-(1/2*(b+c))*(s-a), (ma-r)*(ma+ra)-(1/4)*(b+c)^2, (ma-r)*(wa-r)-2*R*(ha-2*r), (ma-r)*(wa+ra)-2*R*ha, (ma+ra)*(wa-2*r)-(1/2*(b+c))*(s-a), -(ma+ra)*(wa-r)+(1/4)*(b+c)^2, (ma+ra)*(wa-r)-2*R*ha, -(wa-r)*(wa+ra)+2*R*ha}
[此贴子已经被作者于2017-5-17 8:15:25编辑过]

 回到顶部
帅哥哟,离线,有人找我吗?
xzlbq
  2楼 | 信息 | 搜索 | 邮箱 | 主页 | UC


加好友 发短信
等级:斑竹 帖子:2638 积分:16958 威望:4 精华:1 注册:2010-4-30 1:23:48
  发帖心情 Post By:2017-5-18 14:37:06 [只看该作者]

{a^2-2*wa*(ra-r), a^2-(4*(ma+ra))*(ha-r)*sin((1/2)*A)^2, a^2-(4*(ma+ra))*(wa-r)*sin((1/2)*A)^2, a^2-(4*(ra+ka))*(ha-r)*sin((1/2)*A)^2, a^2-(4*(ra+ka))*(wa-r)*sin((1/2)*A)^2, a^2-(4*(wa-r))*(ha+ra)*sin((1/2)*A)^2, a^2-(4*(wa-r))*(wa+ra)*sin((1/2)*A)^2, a^2-(4*(wa+ra))*(ha-r)*sin((1/2)*A)^2, -ha^2+2*ka*R*sin(B)*sin(C), -ha^2+(ma-r)*(ma+ra)*sin(B)*sin(C), -ha^2+(ma-r)*(wa+ra)*sin(B)*sin(C), -ha^2+(ma+ra)*(wa-r)*sin(B)*sin(C), -ha^2+(4*(ka-r))*(ma-r)*cos((1/2)*B)^2*cos((1/2)*C)^2, -ha^2+(4*(ma-r))*(wa-r)*cos((1/2)*B)^2*cos((1/2)*C)^2, -ha^2+(8*(ka-2*r))*R*cos((1/2)*B)^2*cos((1/2)*C)^2, ha^2-(wa-r)*(wa+ra)*sin(B)*sin(C), ha^2-(wa+ra)*(ha-r)*sin(B)*sin(C), ha^2-(4*(wa-r))*(ha-r)*cos((1/2)*B)^2*cos((1/2)*C)^2, -r^2+(1/2*(ka-2*r))*(ra-r), -r^2+(1/2*(ma-2*r))*(ra-r), -r^2+(1/2*(wa-2*r))*(ra-r), -r^2+(ka-r)*(ma-r)*sin((1/2)*A)^2, -r^2+(ma-r)*(wa-r)*sin((1/2)*A)^2, r^2-(wa-r)*(ha-r)*sin((1/2)*A)^2, ra^2-(wa+ra)*(ha+ra)*sin((1/2)*A)^2, (b+c)^2-(4*(ma+ra))*(wa-r), (b+c)^2-(4*(ra+ka))*(wa-r), (b+c)^2-(4*(wa-r))*(wa+ra), -(ha-2*r)^2+(4*(ka-r))*(ma-r)*sin((1/2)*B)^2*sin((1/2)*C)^2, -(ha-2*r)^2+(4*(ma-r))*(wa-r)*sin((1/2)*B)^2*sin((1/2)*C)^2, -(ha-2*r)^2+(8*(ka-2*r))*R*sin((1/2)*B)^2*sin((1/2)*C)^2, -(ha-2*r)^2+(8*(wa-2*r))*R*sin((1/2)*B)^2*sin((1/2)*C)^2, (ha-2*r)^2-(4*(wa-r))*(ha-r)*sin((1/2)*B)^2*sin((1/2)*C)^2, -(hb+hc)^2+4*a*ma*sin(A), -(hb+hc)^2+(4*(ma-r))*(ma+ra)*sin(A)^2, (hb+hc)^2-16*ha*wa*sin((1/2)*A)^2, (hb+hc)^2-(4*(ma+ra))*(ha-r)*sin(A)^2, (hb+hc)^2-(4*(ma+ra))*(wa-r)*sin(A)^2, (hb+hc)^2-(4*(ra+ka))*(ha-r)*sin(A)^2, (hb+hc)^2-(4*(ra+ka))*(wa-r)*sin(A)^2, (hb+hc)^2-(4*(wa-r))*(ha+ra)*sin(A)^2, (hb+hc)^2-(4*(wa-r))*(wa+ra)*sin(A)^2, (hb+hc)^2-(4*(wa+ra))*(ha-r)*sin(A)^2, (hb+hc)^2-(32*(wa-2*r))*(ra-r)*cos((1/2)*B)^2*cos((1/2)*C)^2, -(s-a)^2+ma*(ma-2*r), -(s-a)^2+wa*(wa-2*r), -(s-a)^2+(1/2*(ka-2*r))*(rb+rc), -(s-a)^2+(ka-r)*(ma-r)*cos((1/2)*A)^2, -(s-a)^2+(ma-r)*(wa-r)*cos((1/2)*A)^2, (s-a)^2-(wa-r)*(ha-r)*cos((1/2)*A)^2, R*a-(ma+ra)*(ha-r)*tan((1/2)*A), R*a-(ma+ra)*(wa-r)*tan((1/2)*A), R*a-(ra+ka)*(ha-r)*tan((1/2)*A), R*a-(ra+ka)*(wa-r)*tan((1/2)*A), R*a-(wa-r)*(ha+ra)*tan((1/2)*A), R*a-(wa-r)*(wa+ra)*tan((1/2)*A), R*a-(wa+ra)*(ha-r)*tan((1/2)*A), -R*ha+(1/2*(ma-r))*(ma+ra), -R*ha+(1/2*(ma-r))*(wa+ra), -R*ha+(1/2*(ma+ra))*(wa-r), R*ha-(1/2*(wa-r))*(wa+ra), R*r-(1/4*(wa-r))*(b+c)*tan((1/2)*A), -R*(ha-2*r)+(1/2*(ka-r))*(ma-r), -R*(ha-2*r)+(1/2*(ma-r))*(wa-r), R*(ha-2*r)-(1/2*(wa-r))*(ha-r), R*(hb+hc)-(2*(ma+ra))*r, R*(hb+hc)-(2*(ra+ka))*r, R*(hb+hc)-(2*(wa-r))*ra, R*(hb+hc)-(2*(wa+ra))*r, R*(hb+hc)-wa*(b+c)*tan((1/2)*A), R*(s-a)-(1/4*(wa-r))*(b+c), -a*ha+2*ka*R*sin(A), -a*ha+2*ma*R*sin(A), -a*ha+2*ma*wa*tan((1/2)*A), -a*ha+2*wa*R*sin(A), -a*ha+(ma-r)*(ma+ra)*sin(A), -a*ha+(ma-r)*(wa+ra)*sin(A), -a*ha+(ma+ra)*(wa-r)*sin(A), a*ha-(wa-r)*(ha+ra)*sin(A), a*ha-(wa-r)*(wa+ra)*sin(A), a*ha-(wa+ra)*(ha-r)*sin(A), a*(2*R-ha)-wa*(ra-r)*tan((1/2)*A), -a*(ha-2*r)+(ma-r)^2*sin(A), -a*(ha-2*r)+(wa-r)^2*sin(A), -a*(ha-2*r)+2*ka*(ma-2*r)*tan((1/2)*A), -a*(ha-2*r)+2*ka*(wa-2*r)*tan((1/2)*A), -a*(ha-2*r)+2*ma*(ma-2*r)*tan((1/2)*A), -a*(ha-2*r)+2*ma*(wa-2*r)*tan((1/2)*A), -a*(ha-2*r)+2*wa*(ma-2*r)*tan((1/2)*A), -a*(ha-2*r)+2*wa*(wa-2*r)*tan((1/2)*A), -a*(ha-2*r)+(ka-r)*(ma-r)*sin(A), -a*(ha-2*r)+(ma-r)*(wa-r)*sin(A), a*(ha-2*r)-(wa-r)*(ha-r)*sin(A), -a*(ha-r)+2*ka*(ma-r)*tan((1/2)*A), -a*(ha-r)+2*ma*(ma-r)*tan((1/2)*A), -a*(ha-r)+2*ma*(wa-r)*tan((1/2)*A), -a*(ha-r)+2*wa*(ma-r)*tan((1/2)*A), -a*(ha-r)+(2*(ma-2*r))*(ma+ra)*tan((1/2)*A), -a*(ha-r)+(2*(ma-2*r))*(ra+ka)*tan((1/2)*A), -a*(ha-r)+(2*(ma-2*r))*(wa+ra)*tan((1/2)*A), -a*(ha-r)+(2*(ma+ra))*(wa-2*r)*tan((1/2)*A), a*(ha-r)-(2*(ma+ra))*(ha-2*r)*tan((1/2)*A), a*(ha-r)-(2*(ra+ka))*(ha-2*r)*tan((1/2)*A), a*(ha-r)-(2*(wa-r))*ha*tan((1/2)*A), a*(ha-r)-(2*(wa+ra))*(ha-2*r)*tan((1/2)*A), a*(ha+ra)-2*wa*(ma+ra)*tan((1/2)*A), a*(ha+ra)-2*wa*(ra+ka)*tan((1/2)*A), a*(ha+ra)-2*wa*(wa+ra)*tan((1/2)*A), a*(ha+ra)-(2*(ma+ra))*ha*tan((1/2)*A), a*(ha+ra)-(2*(ra+ka))*ha*tan((1/2)*A), a*(ha+ra)-(2*(wa+ra))*ha*tan((1/2)*A), a*(hb+hc)-4*wa*(b+c)*sin((1/2)*A)^2, a*(hb+hc)-(4*(ma+ra))*r*sin(A), a*(hb+hc)-(4*(ra+ka))*r*sin(A), a*(hb+hc)-(4*(wa-r))*ra*sin(A), a*(hb+hc)-(4*(wa+ra))*r*sin(A), -a*(ra-r)+4*ma*(2*R-ha)*tan((1/2)*A), a*(rb+rc)-4*ha*wa*tan((1/2)*A), a*(rb+rc)-4*wa*R*sin(A), a*(rb+rc)-(2*(ma+ra))*(ha-r)*sin(A), a*(rb+rc)-(2*(ma+ra))*(wa-r)*sin(A), a*(rb+rc)-(2*(ra+ka))*(ha-r)*sin(A), a*(rb+rc)-(2*(ra+ka))*(wa-r)*sin(A), a*(rb+rc)-(2*(wa-r))*(ha+ra)*sin(A), a*(rb+rc)-(2*(wa-r))*(wa+ra)*sin(A), a*(rb+rc)-(2*(wa+ra))*(ha-r)*sin(A), a*(s-a)-2*wa*r, a*(s-a)-(1/2*(wa-r))*(hb+hc), -b*c+2*ka*R, b*hb-2*ha*wa*tan((1/2)*A), -ha*s+ka*ra*cot((1/2)*A), ha*s-(2*(wa-r))*(b+c)*cos((1/2)*B)^2*cos((1/2)*C)^2, -ha*(b+c)+(2*(ra+ka))*(s-a), -ha*(b+c)+(2*(wa+ra))*(s-a), -ha*(ha-2*r)+(ma-r)^2*sin(B)*sin(C), -ha*(ha-2*r)+(wa-r)^2*sin(B)*sin(C), -ha*(ha-2*r)+(ka-r)*(ma-r)*sin(B)*sin(C), -ha*(ha-2*r)+(ma-r)*(wa-r)*sin(B)*sin(C), -ha*(ha-2*r)+(4*(ma-r))*(ma+ra)*sin((1/2)*B)^2*sin((1/2)*C)^2, -ha*(ha-2*r)+(4*(ma-r))*(wa+ra)*sin((1/2)*B)^2*sin((1/2)*C)^2, -ha*(ha-2*r)+(4*(ma+ra))*(wa-r)*sin((1/2)*B)^2*sin((1/2)*C)^2, ha*(ha-2*r)-(wa-r)*(ha-r)*sin(B)*sin(C), ha*(ha-2*r)-(4*(wa-r))*(wa+ra)*sin((1/2)*B)^2*sin((1/2)*C)^2, ha*(ha-2*r)-(4*(wa+ra))*(ha-r)*sin((1/2)*B)^2*sin((1/2)*C)^2, -ha*(ha-r)+(ka-2*r)*(ha+ra), -ha*(hb+hc)+ka*(b+c)*sin(A), -ha*(hb+hc)+ma*(b+c)*sin(A), -ha*(hb+hc)+wa*(b+c)*sin(A), -ha*(hb+hc)+(4*(ka-r))*ra*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(ma-r))*ra*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(ma+ra))*r*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(ra+ka))*r*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(wa-r))*ra*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(wa+ra))*r*cos((1/2)*A)^2, ha*(hb+hc)-(4*(ma+ra))*r*sin(B)*sin(C), ha*(hb+hc)-(4*(ra+ka))*r*sin(B)*sin(C), ha*(hb+hc)-(4*(wa+ra))*r*sin(B)*sin(C), ha*(hb+hc)-(16*(wa-r))*r*cos((1/2)*B)^2*cos((1/2)*C)^2, -ha*(ra-r)+(2*(ma-r))*(ma+ra)*sin((1/2)*A)^2, -ha*(ra-r)+(2*(ma-r))*(wa+ra)*sin((1/2)*A)^2, -ha*(ra-r)+(2*(ma+ra))*(wa-r)*sin((1/2)*A)^2, ha*(ra-r)-(2*(wa-r))*(ha+ra)*sin((1/2)*A)^2, ha*(ra-r)-(2*(wa-r))*(wa+ra)*sin((1/2)*A)^2, ha*(ra-r)-(2*(wa+ra))*(ha-r)*sin((1/2)*A)^2, -ha*(rb+rc)+2*ma*wa, -ha*(rb+rc)+(2*(ma-r))*(ma+ra)*cos((1/2)*A)^2, -ha*(rb+rc)+(2*(ma-r))*(wa+ra)*cos((1/2)*A)^2, -ha*(rb+rc)+(2*(ma+ra))*(wa-r)*cos((1/2)*A)^2, ha*(rb+rc)-(2*(wa-r))*(ha+ra)*cos((1/2)*A)^2, ha*(rb+rc)-(2*(wa-r))*(wa+ra)*cos((1/2)*A)^2, ha*(s-a)-(2*(wa+ra))*(b+c)*sin((1/2)*B)^2*sin((1/2)*C)^2, ha*(s-a)-(1/2*(wa-r))*(b+c)*sin(B)*sin(C), -hb*hc+a*ma*sin(A), -hb*hc+a*wa*sin(A), -hb*hc+2*ka*R*sin(A)^2, -hb*hc+4*ma*wa*sin((1/2)*A)^2, -hb*hc+(ma-r)*(ma+ra)*sin(A)^2, -hb*hc+(ma-r)*(wa+ra)*sin(A)^2, -hb*hc+(ma+ra)*(wa-r)*sin(A)^2, hb*hc-4*ha*wa*sin((1/2)*A)^2, hb*hc-(wa-r)*(ha+ra)*sin(A)^2, hb*hc-(wa-r)*(wa+ra)*sin(A)^2, hb*hc-(wa+ra)*(ha-r)*sin(A)^2, ka*(ma-2*r)-(s-a)^2, ka*(wa-2*r)-(s-a)^2, ma*(wa-2*r)-(s-a)^2, r*a-(wa-r)*(b+c)*sin((1/2)*A)^2, -r*ha+(ka-2*r)*ra, -r*ha+(ma-2*r)*ra, -r*ha+(wa-2*r)*ra, -r*ha+(1/4*(ka-r))*(hb+hc), -r*ha+(1/4*(ma-r))*(hb+hc), -r*ha+(1/4*(wa-r))*(hb+hc), -r*ha+ka*(s-a)*tan((1/2)*A), -r*ha+ma*(s-a)*tan((1/2)*A), -r*ha+wa*(s-a)*tan((1/2)*A), r*(b+c)-2*wa*(ha-r)*tan((1/2)*A), -r*(ha-r)+(1/2*(ka-2*r))*(b+c)*tan((1/2)*A), -r*(ha-r)+(1/2*(ma-2*r))*(b+c)*tan((1/2)*A), -r*(ha-r)+(1/2*(wa-2*r))*(b+c)*tan((1/2)*A), -r*(hb+hc)+4*ka*(ma-r)*sin((1/2)*A)^2, -r*(hb+hc)+4*ma*(ma-r)*sin((1/2)*A)^2, -r*(hb+hc)+4*ma*(wa-r)*sin((1/2)*A)^2, -r*(hb+hc)+4*wa*(ma-r)*sin((1/2)*A)^2, -r*(hb+hc)+(4*(ma-2*r))*(ma+ra)*sin((1/2)*A)^2, -r*(hb+hc)+(4*(ma-2*r))*(ra+ka)*sin((1/2)*A)^2, -r*(hb+hc)+(4*(ma-2*r))*(wa+ra)*sin((1/2)*A)^2, -r*(hb+hc)+(4*(ma+ra))*(wa-2*r)*sin((1/2)*A)^2, r*(hb+hc)-4*wa*(ha-r)*sin((1/2)*A)^2, r*(hb+hc)-(4*(ma+ra))*(ha-2*r)*sin((1/2)*A)^2, r*(hb+hc)-(4*(ra+ka))*(ha-2*r)*sin((1/2)*A)^2, r*(hb+hc)-(4*(wa-r))*ha*sin((1/2)*A)^2, r*(hb+hc)-(4*(wa+ra))*(ha-2*r)*sin((1/2)*A)^2, r*(s-a)-wa*(ha-2*r)*tan((1/2)*A), ra*R-(1/4*(wa+ra))*(b+c)*tan((1/2)*A), ra*a-(wa+ra)*(b+c)*sin((1/2)*A)^2, -ra*ha+(1/4*(ma+ra))*(hb+hc), -ra*ha+(1/4*(ra+ka))*(hb+hc), -ra*ha+(1/4*(wa+ra))*(hb+hc), ra*s-(1/2)*(wa+ra)^2*sin(A), ra*s-(1/2*(wa+ra))*(ha+ra)*sin(A), ra*(b+c)-2*wa*(ha+ra)*tan((1/2)*A), ra*(hb+hc)-4*wa*(ha+ra)*sin((1/2)*A)^2, ra*(hb+hc)-4*wa*(ma+ra)*sin((1/2)*A)^2, ra*(hb+hc)-4*wa*(ra+ka)*sin((1/2)*A)^2, ra*(hb+hc)-4*wa*(wa+ra)*sin((1/2)*A)^2, ra*(hb+hc)-(4*(ma+ra))*ha*sin((1/2)*A)^2, ra*(hb+hc)-(4*(ra+ka))*ha*sin((1/2)*A)^2, ra*(hb+hc)-(4*(wa+ra))*ha*sin((1/2)*A)^2, ra*(hb+hc)-(8*(wa-r))*(ra-r)*cos((1/2)*B)^2*cos((1/2)*C)^2, ra*(rb+rc)-(1/2*(wa+ra))*(hb+hc), ra*(rb+rc)-2*wa*s*tan((1/2)*A), s*(b+c)-2*wa*(ma+ra), s*(b+c)-2*wa*(ra+ka), s*(b+c)-2*wa*(wa+ra), -s*(ha-r)+(1/2)*ka*(b+c), -s*(hb+hc)+(2*(ma+ra))*a*cos((1/2)*A)^2, -s*(hb+hc)+(2*(ra+ka))*a*cos((1/2)*A)^2, -s*(hb+hc)+(2*(wa+ra))*a*cos((1/2)*A)^2, s*(hb+hc)-2*wa*(ha+ra)*sin(A), s*(hb+hc)-2*wa*(ma+ra)*sin(A), s*(hb+hc)-2*wa*(ra+ka)*sin(A), s*(hb+hc)-2*wa*(wa+ra)*sin(A), s*(hb+hc)-(2*(ma+ra))*ha*sin(A), s*(hb+hc)-(2*(ra+ka))*ha*sin(A), s*(hb+hc)-(2*(wa+ra))*ha*sin(A), s*(hb+hc)-(8*(wa-r))*a*cos((1/2)*B)^2*cos((1/2)*C)^2, s*(ra-r)-2*ra*wa*tan((1/2)*A), wa*(ka-2*r)-ha*(ha-2*r), wa*(ma-2*r)-(s-a)^2, (2*R-ha)*(ha-2*r)-(wa-r)^2*sin((1/2)*A)^2, (2*R-ha)*(hb+hc)-(4*(ma+ra))*r*sin((1/2)*A)^2, (2*R-ha)*(hb+hc)-(4*(ra+ka))*r*sin((1/2)*A)^2, (2*R-ha)*(hb+hc)-(4*(wa-r))*ra*sin((1/2)*A)^2, (2*R-ha)*(hb+hc)-(4*(wa+ra))*r*sin((1/2)*A)^2, -(b+c)*(hb+hc)+4*a*ma, -(b+c)*(hb+hc)+(4*(ma-r))*(ma+ra)*sin(A), (b+c)*(hb+hc)-8*ha*wa*tan((1/2)*A), (b+c)*(hb+hc)-(4*(ma+ra))*(ha-r)*sin(A), (b+c)*(hb+hc)-(4*(ma+ra))*(wa-r)*sin(A), (b+c)*(hb+hc)-(4*(ra+ka))*(ha-r)*sin(A), (b+c)*(hb+hc)-(4*(ra+ka))*(wa-r)*sin(A), (b+c)*(hb+hc)-(4*(wa-r))*(ha+ra)*sin(A), (b+c)*(hb+hc)-(4*(wa-r))*(wa+ra)*sin(A), (b+c)*(hb+hc)-(4*(wa+ra))*(ha-r)*sin(A), (b+c)*(ra-r)-(4*(ra+ka))*r*tan((1/2)*A), (b+c)*(ra-r)-(4*(wa-r))*ra*tan((1/2)*A), (b+c)*(ra-r)-(4*(wa+ra))*r*tan((1/2)*A), -(b+c)*(s-a)+2*ka*(ma-r), -(b+c)*(s-a)+2*ma*(wa-r), -(b+c)*(s-a)+2*wa*(ma-r), -(b+c)*(s-a)+(2*(ma-2*r))*(ma+ra), -(b+c)*(s-a)+(2*(ma-2*r))*(ra+ka), -(b+c)*(s-a)+(2*(ma-2*r))*(wa+ra), -(b+c)*(s-a)+(2*(ma+ra))*(wa-2*r), -(ha-2*r)*(ha+ra)+ka*(ha-r), -(ha-2*r)*(ha+ra)+ka*(ka-r), -(ha-2*r)*(ha+ra)+(ka-2*r)*(wa+ra), (ha-2*r)*(hb+hc)-(4*(wa-r))*r*sin(B)*sin(C), (ha-2*r)*(hb+hc)-(16*(ma+ra))*r*sin((1/2)*B)^2*sin((1/2)*C)^2, (ha-2*r)*(hb+hc)-(16*(ra+ka))*r*sin((1/2)*B)^2*sin((1/2)*C)^2, (ha-2*r)*(hb+hc)-(16*(wa+ra))*r*sin((1/2)*B)^2*sin((1/2)*C)^2, -(ha-2*r)*(ra-r)+2*(ma-r)^2*sin((1/2)*A)^2, -(ha-2*r)*(ra-r)+2*(wa-r)^2*sin((1/2)*A)^2, -(ha-2*r)*(rb+rc)+2*(ma-r)^2*cos((1/2)*A)^2, -(ha-2*r)*(rb+rc)+2*(wa-r)^2*cos((1/2)*A)^2, (ha-2*r)*(s-a)-(2*(wa-r))*(b+c)*sin((1/2)*B)^2*sin((1/2)*C)^2, -(ha-r)*(hb+hc)+4*ma*r, -(ha-r)*(hb+hc)+(4*(ma-2*r))*ra, -(ha-r)*(hb+hc)+(4*(wa-2*r))*ra, -(ha+ra)*(hb+hc)+4*ma*ra, (hb+hc)*(ra-r)-(8*(ra+ka))*r*sin((1/2)*A)^2, (hb+hc)*(ra-r)-(8*(wa-r))*ra*sin((1/2)*A)^2, (hb+hc)*(ra-r)-(8*(wa+ra))*r*sin((1/2)*A)^2, (hb+hc)*(rb+rc)-2*wa*(b+c)*sin(A), (hb+hc)*(rb+rc)-(8*(ma+ra))*r*cos((1/2)*A)^2, (hb+hc)*(rb+rc)-(8*(ra+ka))*r*cos((1/2)*A)^2, (hb+hc)*(rb+rc)-(8*(wa-r))*ra*cos((1/2)*A)^2, (hb+hc)*(rb+rc)-(8*(wa+ra))*r*cos((1/2)*A)^2, (hb+hc)*(rb+rc)-(8*(ma+ra))*r*sin(B)*sin(C), (hb+hc)*(rb+rc)-(8*(ra+ka))*r*sin(B)*sin(C), (hb+hc)*(rb+rc)-(8*(wa+ra))*r*sin(B)*sin(C), (hb+hc)*(rb+rc)-(32*(wa-r))*r*cos((1/2)*B)^2*cos((1/2)*C)^2, -(hb+hc)*(s-a)+2*ka*(ma-r)*sin(A), -(hb+hc)*(s-a)+2*ma*(wa-r)*sin(A), -(hb+hc)*(s-a)+2*wa*(ma-r)*sin(A), -(hb+hc)*(s-a)+(2*(ma-2*r))*(ma+ra)*sin(A), -(hb+hc)*(s-a)+(2*(ma-2*r))*(ra+ka)*sin(A), -(hb+hc)*(s-a)+(2*(ma-2*r))*(wa+ra)*sin(A), -(hb+hc)*(s-a)+(2*(ma+ra))*(wa-2*r)*sin(A), (hb+hc)*(s-a)-2*wa*(ha-r)*sin(A), (hb+hc)*(s-a)-(2*(ma+ra))*(ha-2*r)*sin(A), (hb+hc)*(s-a)-(2*(ra+ka))*(ha-2*r)*sin(A), (hb+hc)*(s-a)-(2*(wa-r))*ha*sin(A), (hb+hc)*(s-a)-(2*(wa+ra))*(ha-2*r)*sin(A), -(hb-2*r)*(hc-2*r)+(2*(ka-2*r))*(ra-r)*sin((1/2)*A)^2, -(hb-2*r)*(hc-2*r)+(2*(ma-2*r))*(ra-r)*sin((1/2)*A)^2, -(hb-2*r)*(hc-2*r)+(2*(wa-2*r))*(ra-r)*sin((1/2)*A)^2, -(hb-2*r)*(hc-2*r)+(4*(ka-2*r))*(2*R-ha)*sin((1/2)*A)^2, -(hb-2*r)*(hc-2*r)+(4*(ma-2*r))*(2*R-ha)*sin((1/2)*A)^2, -(hb-2*r)*(hc-2*r)+(4*(wa-2*r))*(2*R-ha)*sin((1/2)*A)^2, (ka-2*r)*(ra+ka)-ha*(ha-r), (ka-2*r)*(wa-2*r)-(ha-2*r)^2, (ka-2*r)*(wa-r)-(ha-2*r)*(ha-r), (ra-r)*(s-a)-2*wa*r*tan((1/2)*A), (ra+rb)*(rc+ra)-(wa+ra)^2, (rb+rc)*(s-a)-(wa-r)*(b+c)*cos((1/2)*A)^2}

 回到顶部
帅哥哟,离线,有人找我吗?
xzlbq
  3楼 | 信息 | 搜索 | 邮箱 | 主页 | UC


加好友 发短信
等级:斑竹 帖子:2638 积分:16958 威望:4 精华:1 注册:2010-4-30 1:23:48
  发帖心情 Post By:2017-5-18 22:06:56 [只看该作者]

直角取等

{-ha^2+2*ka*R*sin(B)*sin(C), -ha^2+(8*(ka-2*r))*R*cos((1/2)*B)^2*cos((1/2)*C)^2, -r^2+(1/2*(ka-2*r))*(ra-r), -(ha-2*r)^2+(8*(ka-2*r))*R*sin((1/2)*B)^2*sin((1/2)*C)^2, -(s-a)^2+(1/2*(ka-2*r))*(rb+rc), -a*ha+2*ka*R*sin(A), -b*c+2*ka*R, -ha*s+ka*ra*cot((1/2)*A), -ha*(b+c)+(2*(ra+ka))*(s-a), -ha*(ha-r)+(ka-2*r)*(ha+ra), -ha*(hb+hc)+ka*(b+c)*sin(A), -ha*(hb+hc)+(4*(ka-r))*ra*cos((1/2)*A)^2, -ha*(hb+hc)+(4*(ra+ka))*r*cos((1/2)*A)^2, -hb*hc+2*ka*R*sin(A)^2, -r*ha+(ka-2*r)*ra, -r*ha+ka*(s-a)*tan((1/2)*A), -r*(ha-r)+(1/2*(ka-2*r))*(b+c)*tan((1/2)*A), -s*(ha-r)+(1/2)*ka*(b+c), -s*(hb+hc)+(2*(ra+ka))*a*cos((1/2)*A)^2, -(ha-2*r)*(ha+ra)+ka*(ha-r), -(ha-2*r)*(ha+ra)+ka*(ka-r), -(hb-2*r)*(hc-2*r)+(2*(ka-2*r))*(ra-r)*sin((1/2)*A)^2, (ka-2*r)*(ra+ka)-ha*(ha-r)}

 回到顶部