Honors&Physics&First!& & Energy&Change&in&Collisions& Kinetic'Energy' & & & & & & • Kinetic&Energy&is&the&energy&of&motion.& • Sample&Problem:&&What&is&the&kinetic&energy&of&a&456Bkg&racecar&moving&at&42.4&m/s?& • Practice&Problem:&&What&is&the&kinetic&energy&of&a&97.4Bkg&man&on&a&bike&moving&at&18.7& m/s?& & & & • Practice&Problem:&&What&is&the&kinetic&energy&of&a&0.45Bkg&soccer&ball&moving&at&24&m/s?& & & & & Energy'Change'in'Collisions' & • While&momentum&is&conserved&in&collisions,&kinetic&energy&may&not&be&conserved.& & • Collisions&are&described&as:& – Perfectly&Inelastic:&Objects&stick&together&after&a&collision.&&Momentum&is& conserved,&but&Kinetic&Energy&is&not&conserved.& & – Elastic:&Objects&bounce&off&each&other.&&Both&Momentum&and&Kinetic&Energy&are& conserved.& & – Inelastic:&&Objects&deform&somewhat,&absorbing&kinetic&energy,&but&separate&after& the&collision.&&Momentum&is&conserved,&but&Kinetic&Energy&is&not&conserved.& & & • Sample&Problem:&A&0.017Bkg&BB&moving&at&38&m/s&hits&a&stationary&0.015Bkg&soda&can,&and& gets&stuck&inside.& – What&is&the&speed&of&the&BB&&&can&after&the&collision?& & & – What&is&the&change&in&kinetic&energy&of&the&system?& & & & & & & Honors&Physics&First!& • & & & & • & & & & & & & Energy&Change&in&Collisions& Practice&Problem:&In&a&“Wipeout”&contest,&a&79Bkg&man&running&at&6.4&m/s&hits&a&stationary& 125Bkg&hanging&pad&and&clings&on&as&it&moves.& – What&is&the&speed&of&the&man&&&pad&after&the&collision?& – & & & & & & & & & What&is&the&change&in&kinetic&energy&of&the&system?& Practice&Problem:&Trying&to&get&it&through&a&hanging&tire,&a&boy&throws&a&0.42–kg&football& at&12&m/s.&&Instead&it&hits&the&14–kg&tire&and&bounces&back&at&3.6&m/s.& – What&is&the&speed&of&the&tire&after&the&collision?& – What&is&the&change&in&kinetic&energy&of&the&system?&