multi-step equations foldable large...

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Solving Multi,Step Equations Foldable (Large Stand,Alone Version) Description/Explanation: This file is a multi,layer foldable for solving multi,step equations. This foldable can be used stand,alone or in a notebook (the smaller version). The format was adapted from Erin Atwood’s Solving Equations Flow Chart Foldable, here is a link to her store http://www.teacherspayteachers.com/Store/Erin,Atwood# . Assembly: 1. Cut on the dark solid black lines of the “No” page. 2. Fold “No” glue tab on the dashed lines. Make sure to fold tabs forwards not backwards, I tell my students to fold towards the words. 3. Put glue on the back of the glue tab and glue on top of the space where it says “Glue “No” tab here” on the “Yes” page 4. Cut on the double lines to separate the flaps on the “No” page. Note,Taking: Once students have assembled their foldable, it is ready for lots of use! Copyright © 2014 Kelly Odom

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Page 1: Multi-Step Equations Foldable Large Versionmrsblackmonmath.weebly.com/uploads/5/7/3/5/57356485/...Variables on both sides Does(the(equation(contain(variables(on(both(sides(of(the(equal(sign?(No

Solving(Multi,Step(Equations(Foldable((Large(Stand,Alone(Version)(

Description/Explanation:(

This(file(is(a(multi,layer(foldable(for(solving(multi,step(equations.(This(foldable(can(be(used(stand,alone(or(in(a(notebook((the(smaller(version).(The(format(was(adapted(from(Erin(Atwood’s(Solving(Equations(Flow(Chart(Foldable,(here(is(a(link(to(her(store(http://www.teacherspayteachers.com/Store/Erin,Atwood#(.(

Assembly:(

1. Cut(on(the(dark(solid(black(lines(of(the(“No”(page.(2. Fold(“No”(glue(tab(on(the(dashed(lines.(Make(sure(to(fold(tabs(forwards(not(backwards,(I(tell(my(students(to(fold(towards(the(words.(

3. Put(glue(on(the(back(of(the(glue(tab(and(glue(on(top(of(the(space(where(it(says(“Glue(“No”(tab(here”(on(the(“Yes”(page(

4. Cut(on(the(double(lines(to(separate(the(flaps(on(the(“No”(page.(

Note,Taking:(

Once(students(have(assembled(their(foldable,(it(is(ready(for(lots(of(use!(

Copyright(©(2014(Kelly(Odom(

Page 2: Multi-Step Equations Foldable Large Versionmrsblackmonmath.weebly.com/uploads/5/7/3/5/57356485/...Variables on both sides Does(the(equation(contain(variables(on(both(sides(of(the(equal(sign?(No

This%foldable%is%for%single0classroom/teacher%use.%Multiple%use%licenses%are%available%for%use%for%additional%classrooms/teachers.

Page 3: Multi-Step Equations Foldable Large Versionmrsblackmonmath.weebly.com/uploads/5/7/3/5/57356485/...Variables on both sides Does(the(equation(contain(variables(on(both(sides(of(the(equal(sign?(No

(

(

( (

( (

No

↘%

Grouping Symbols Does(the(equation(contain(grouping(symbols?((

((()((([((]((({((}((( (

No

↘%Like Terms

Does(the(equation(contain(like(terms(on(the(left(side?(Does(the(equation(contain(like(terms(on(the(right(side?

No

↘%Va r i a b l e s o n b o t h s i d e s

Does(the(equation(contain(variables(on(both(sides(of(the(equal(sign?(

No

↘%Constants on both sides

Does(the(equation(contain(constants(on(both(sides(of(the(equal(sign?(

No

↘%Divide or Multiply

Is(there(a(coefficient((other(than(1)(with(the(variable?(

! % Time to Check Now(you(have(an(equation(that(is(a(variable(equals(a(number.(It(is(time(to(check.(%

Page 4: Multi-Step Equations Foldable Large Versionmrsblackmonmath.weebly.com/uploads/5/7/3/5/57356485/...Variables on both sides Does(the(equation(contain(variables(on(both(sides(of(the(equal(sign?(No

How to Solve Multi-Step Equations

" %

If(“No,”(move(to(the(next(step.(

If(“Yes,”(open(the(flap(and(follow(the(directions(

# %

Glue(("No"(Tab(here(

For(((),([(],(and({(}(Use(the(distributive(property.(

3 2! + 7 → 6! + 21(

For( (

Undo(the(fraction,(by(multiplying(both(sides(of(the(equation(by(the(denominator.(

! + 23 = 10 → ! + 2 = 30(

Yes ! %

Combine(like(terms(on(the(left(side(of(the(equal(sign.(Combine(like(terms(on(the(right(side(of(the(equal(sign.(

4! + 2 − 3!! → ! + 2(((((OR(((((10 − 5! + 3! → 13 − 5!(

Yes ! %%

Find(the(variable(with(the(smaller(coefficient.(Undo(that(variable(by(adding(the(opposite(to(both(sides(of(the(equation.(

2! + 5 = 4! − 3((((((((((((((((((((((((((((((((((((((−2!((((((((((−2!(((((((((((((((((((((((((((((((((((((((((((((((((((((((((5 = 2! − 3(

Yes ! %%

Find(the(constant(that(is(on(the(same(side(as(the(variable.(Undo(that(constant(by(adding(the(opposite(to(both(sides(of(the(equation.(((((((((((((((((11 = 2! + 5((((((((((((((((((((((((((((((((((((((((((−5((((((((((((−5(((((((((((((((((((((((((((((((((((((((((((((6 = 2!(

Yes ! %

Undo(the(coefficient(by(using(the(inverse(operation(on(both(sides(of(the(equation.(

4! = 12! → divide!by!4(((((OR%((((!!! = 6! → multiply!by! !!(

Yes ! %%

(

Check(your(solution(by(substituting(the(variable(in(the(original(equation(with(your(solution.(If(it(works,(then(you(are(finished!(If(not(try(again.(

Yay!

(

Copyright(©(2014(Kelly(Odom(