Human Cannonball Key

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2) Let the cannon platform be at the origin. Give the coordinates of the following in the initialproblem situation:COORDINATESCannon PlatformRing of Fireo?r4Ll oNetIQ 5xv3)Assuming the cannon's platform is at the origin, use a graphing utility to graph the initialparaboliCtrajectory of the Human Cannonball, as well as the points where the Ring of Fireand the net ire located. Paste a copy of your labeled graph in the space below (be sure toindicate your scale along each axis).'(7.?it) GnL-as-to,or.'[*lo,qx+q . loI cb'nr\o nlott\'6tett1lnF p,u+t", (t5otdtr NAY
!+lthe equation for the path of the Human Cannonball to shift the cannon platformhorizontally and/or vertically to try to get the Human Cannonball to pass through the centerof the Ring of Fire. Graph your modified equation to see how well the modified equationworks. Repeat as many times as necessary to get the Human Cannonball through theof the Ring of Fire. What is your final modified equation? Paste a labeled copy ofyour graph in the space below (again- be sure to indicate your scale along each axis)..rl-Cm{d.nCr,tgi:,-------*--Modifyg:\u\ centert 5l* OF1;lil?F'---j ,(?4 tl''lo +5 - LJ CI, qoQOEZ -,34, 01O1Ot \(Uoqc4 D{:-, l>'qc'rcn t) qtr; {+. )r i M VL.', acty qof,'/uni\ S.f C)-c l-coord;tn&fe:;nn&{--e :t.lO - 22-,LlOqDe l: tV,57O?0?FZV F3ZooFl fneceCxi\frttAr{RegnephItlat,hF5v ' FE?Enatrl€hi++ u,p l7,Sqo?g? Ltl dSti hfx] = - O,ot\Z'+O,q/+Ll,:f t:uo"tto/\To?pd-r lv,\1 01tr(r{o,f)F,lftll{-+l,tufyldt4 pto+6.^n -io $1,'a r,1h* H'oQo?Zgvrr f5 o n& up l+,510?o? I rril-55) So ... where should you place the cannon platform so that the Human Cannonball will flythrough the Ring of Fire?6) More importantly, since the landing net is S-feet high, where should you place the net sothat the Human Cannonball will live to fly again? flEao ;r*ergcl J"t"o. huY'non I-cbn no,t\wo rtt € r'rr,tn} . o*+J^-0\o c?- \4"o nLV o*'g,Atoo,rdi rno kg Cr fe,zL++*t, =J,
Page 1: The Human Gannonball Must Live to F

Human Cannonball Key

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