Distributive Property QR Jenga
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Distributive Property ! QR JENGA Created by: Libby Kirkland Instructional Technology Coach PREPARATION: Easy Way! 1) Print(the(two(pages(of(Jenga(cards(on(labels.( 2) Peal(and(s9ck(onto(the(sides(of(the(Jenga(blocks.! Not-So-Easy Way! 1) Print(out(the(two(pages(of(Jenga(cards(on(regular(prin9ng(paper.(( 2) Cut(out(each(of(the(cards.( 3) Posi9on(onto(blocks(and(cover(with(clear(packaging(tape.(Make( sure(the(tape(completely(covers(the(QR(codes.(If(there(are(any( tape(lines,(the(QR(code(may(not(scan.! ! HOW TO PLAY: Players: 2 to 4 1) Build(the(Jenga(tower.( 2) Then(take(turns(choosing(Jenga(blocks.( 3) Solve(the(problem(and(tell(the(answer(to(your(group.( 4) Have(someone(else(check(your(answer(by(scanning(the(QR(code.( (To(do(this,(students(need(an(mobile(device(with(any(scan(app( from(the(app(store(of(the(device(downloaded(on(it.)! 5) If(you(are(correct,(keep(this(block.(If(you(are(incorrect,(place(the( block(back(on(the(top(of(the(tower.( 6) Con9nue(building(un9l(there(are(no(more(blocks(leN,(or(the( tower(falls. ! Use!the!Distributive!Property!to! ! simplify!this!expression:! ! ! 5!(3!+!p)!=!! ! ! ! ! ! ! ! ! ! ! ! !! ! Use!the!Distributive!Property! to!simplify!this!expression:! ! 2!(b!+!3)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 12!x!50!=!! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 3!(2!+!y)!=!! ! simplify!this!expression:! ! m!(4!+!2)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 5!x!88!=!! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 3y!(2!+!1)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 12!x!43!=!! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! r!(5!x!3)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 6!x!22!=!! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 3!x!14!=!! ! ! ! ! Use!the!Distributive!Property!to! ! simplify!this!expression:! ! 9!(d!E!5)!=!! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 33!x!3!=!! ! ! True!or!false?! ! 3(2!–!y)!=!6!+!6y! ! ! ! ! True!or!false?! ! 5(2!+!3)!=!5(5)! ! ! ! ! ! ! True!or!false?! ! 5(b!+!3)!–!10!=!5b!+!8!E!10! ! ! ! ! True!or!false?! ! 7(h!+!9)!=!7h!+!63! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 6!(2!+!k)!=!! ! ! ! ! ! True!or!false?! ! 5p!+!10!=!5(p!+!2)!! ! ! ! ! True!or!false?! ! 152!x!20!=!20(150!+!2)! ! ! ! ! ! Use!the!Distributive!Property!to! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 8!x!28!=!! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 6!(z!E!4)!=!! ! True!or!false?! ! 6(k!+!2)!=!6k!+2! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 6!x!12!=!! ! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 3!x!21!=!! ! ! True!or!false?! ! 49!x!9!=!49!(10E1)! ! True!or!false?! ! 3(3!x!3)!=!9! ! ! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! ! ! 5!(9!+!p)!=!! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 4!(b!+!3)!=!! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 6!(z!E!8)!=!! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 3!(4!+!y)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 8!x!70!=!! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! m!(6!+!2)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 5!x!99!=!! ! ! ! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 7!x!22!=!! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! ! 4!x!14!=!! ! ! True!or!false?! ! 15!x!20!=!20(150!+!2)! ! ! ! ! ! True!or!false?! ! 87!x!9!=!87(10E1)! ! ! ! ! True!or!false?! ! 3(2!–!y)!=!5!+!5y! ! ! ! True!or!false?! ! 5(2!+!3)!=!10(6)! ! ! ! ! ! ! ! ! ! ! True!or!false?! ! 5(b!+!4)!–!10!=!5b!+!9!E!10! ! ! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! r!(7!x!3)!=!! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! ! 9!(2!+!k)!=!! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 12!x!40!=!! True!or!false?! ! 7(k!+!3)!=!7k!+3! ! True!or!false?! ! ! ! 5p!+!20!=!5(p!+!2)!! ! ! ! ! Use!the!Distributive!Property!to! simplify!this!expression:! ! 3y!(5!+!1)!=!! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 12!x!20!=!! ! ! ! ! ! ! ! ! ! ! ! Use!the!Distributive!Property!and! Mental!Math!to!find!the!product:! ! 3!x!12!=!! ! ! Use!the!Distributive!Property! and!Mental!Math!to!find!the! product:! ! 5!x!21!=!! ! ! ! True!or!false?! ! ! 6(h!+!9)!=!6h!+!36! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! ! !
