Yoo this is Literal Equations-Chms 7th Grade๐Ÿ–ค๐ŸคŸ๐Ÿฝ(Algebra 1.Geometry nexy yr) PDF

Title Yoo this is Literal Equations-Chms 7th Grade๐Ÿ–ค๐ŸคŸ๐Ÿฝ(Algebra 1.Geometry nexy yr)
Author STU-Deija Roulhac
Course Linear Algebra and Real Analysis I
Institution Harvard University
Pages 2
File Size 257.2 KB
File Type PDF
Total Downloads 60
Total Views 116

Summary

This Is Just The Layout (I need to see some answers to a gizmo) But if yu need the answers just comment nd I will. Ight yall ๐Ÿ–ค๐ŸคŸ๐Ÿฝ. Who go to Churchland Middle tho. ๐Ÿ˜‚๐Ÿ˜‚ This is my algebra 1. I will be taking geometry next year tho....


Description

๎˜๎˜‚๎˜’๎˜ˆ* ๎˜…๎˜… ๎˜๎˜Ž๎˜“๎˜ƒ&*

+๎˜‚๎˜๎˜ˆ*

De Deiija Marie Ro Roul ul ulhac hac

๎˜…

๎˜…๎˜…๎˜…๎˜…๎˜…๎˜…๎˜…๎˜…

We Wed,Oc d,Oc d,Octt 6

๎˜… ๎˜…

๎˜…

๎˜š๎˜”๎˜‚๎˜‰๎˜‰*

Algebra 1

๎˜๎˜‚๎˜ƒ๎˜„๎˜…๎˜†๎˜‡๎˜ˆ๎˜‚๎˜‰๎˜Š๎˜‹๎˜Œ๎˜ˆ๎˜‰๎˜๎˜ƒ๎˜Ž๎˜„๎˜‰๎˜

Bl Blk k1

๎˜๎˜Ž๎˜๎˜ˆ๎˜‰๎˜Š๎˜๎˜‘๎˜‚๎˜’๎˜“๎˜”๎˜ˆ๎˜‰๎˜

๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜

๎˜‚๎˜ƒ๎˜„๎˜…๎˜†๎˜‡๎˜ˆ๎˜ ๎˜‰๎˜Š๎˜‹๎˜‡๎˜„๎˜ƒ๎˜Œ๎˜๎˜Ž๎˜

๎˜ ๎˜ ๎˜•๎˜–๎˜—๎˜˜๎˜๎˜…๎˜๎˜™๎˜š๎˜›๎˜…๎˜–๎˜œ๎˜…๎˜๎˜›๎˜๎˜…๎˜๎˜‹๎˜ž๎˜™๎˜๎˜†๎˜–๎˜๎˜•๎˜…๎˜Ÿ๎˜๎˜—๎˜– ๎˜…๎˜œ๎˜–!

x:๎˜

ax โ€“ b = c

2x โ€“ 5 = 13 ๎กธ๎กธ+ ๎กธ+5๎กธ๎กธ 5๎กธ๎กธ + +5 5 ๎กธ๎กธ 2x๎กธ 2x๎กธ=๎กธ๎กธ =๎กธ๎กธ =๎กธ๎กธ18 18 ๎กธ๎กธ ๎กธ๎กธ2๎กธ ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ2 ๎กธx = 9 ๎กธ๎กธ๎กธ

ax - b = c ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ+b๎กธ +b๎กธ๎กธ+ ๎กธ+ ๎กธ+b b ๎กธ๎กธ๎กธ๎กธ๎กธax๎กธ๎กธ ax๎กธ๎กธ ax๎กธ๎กธ=๎กธ๎กธ =๎กธ๎กธ =๎กธ๎กธc c+b ๎กธ๎กธ๎กธ๎กธ๎กธa๎กธ๎กธ a๎กธ๎กธ a๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธ๎กธa x๎กธ x๎กธ๎กธ๎กธ= ๎กธ๎กธc + b ๎กธ๎กธ๎กธ๎กธ๎กธx๎กธ ๎˜…

๎˜ ๎˜

๎˜…

๎˜ ๎˜ ๎˜

๎˜…

๎˜ ๎˜

๎˜๎˜‹๎˜ƒ๎˜๎˜‘๎˜๎˜’๎˜†๎˜ƒ๎˜„๎˜… ๎˜

๎˜†๎˜‡๎˜ˆ๎˜„๎˜๎˜ƒ"#๎˜…๎˜$๎˜ˆ๎˜…๎˜‰๎˜ƒ๎˜’๎˜ƒ๎˜”๎˜‚%๎˜ƒ๎˜๎˜ƒ๎˜ˆ๎˜‰๎˜…๎˜‚๎˜„๎˜‡๎˜…๎˜‡๎˜ƒ""๎˜ˆ%๎˜ˆ๎˜„&๎˜ˆ๎˜‰๎˜…'๎˜ˆ๎˜(๎˜ˆ๎˜ˆ๎˜„๎˜…๎˜$๎˜ˆ๎˜…๎˜(๎˜Ž๎˜…๎˜ˆ)๎˜Œ๎˜‚๎˜๎˜ƒ๎˜Ž๎˜„๎˜‰*๎˜… ๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜ ๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜ ๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜ ๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚๎˜‚

๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜

1.๎˜A๎˜= lw๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for w

2.๎˜A =๎˜bh๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for h

3.๎˜d =๎˜rt ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for t๎˜

4.๎˜I =๎˜prt๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for t

5.๎˜V =๎˜lwh ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for h

6.๎˜ A = ฯ€r 2 ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for r๎˜

๎˜…

๎˜…

๎˜“๎˜๎˜…๎˜”๎˜•๎˜„๎˜…๎˜–๎˜ ๎˜—๎˜†๎˜Œ๎˜˜๎˜ˆ๎˜…๎˜™๎˜Ž ๎˜

๎˜…

๎˜…

7.๎˜m๎˜=๎˜c๎˜โ€“๎˜s ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for c๎˜

+s +s m+s =c -m -m s=c s=c-m -m

๎˜…

8.๎˜ D =

m ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for m v ๎˜…

ยฉ Gina Wilson (All Things Algebraยฎ, LLC), 2012-2016

๎˜

๎˜…

๎˜ ๎˜ ๎˜

๎˜…

๎˜ ๎˜ ๎˜

๎˜›๎˜ˆ๎˜”๎˜“"๎˜Œ๎˜”๎˜…๎˜›๎˜ƒ๎˜„๎˜๎˜‰*๎˜…

๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜ ๎˜

๎˜š๎˜‹๎˜ˆ๎˜„๎˜ƒ๎˜”๎˜•๎˜„๎˜…๎˜–๎˜ ๎˜—๎˜†๎˜Œ๎˜˜๎˜ˆ๎˜…๎˜™๎˜Ž ๎˜

โ€ข โ€ข โ€ข

๎˜ƒ๎˜„๎˜…๎˜†๎˜‡๎˜๎˜ˆ๎˜‰๎˜Š๎˜‡๎˜‹๎˜‰๎˜Œ๎˜๎˜Ž๎˜๎˜๎˜๎˜‘๎˜’๎˜“๎˜”๎˜… ๎˜•๎˜–๎˜—๎˜˜๎˜™๎˜–๎˜๎˜š๎˜Œ๎˜‰๎˜Š๎˜›๎˜…๎˜˜๎˜†๎˜Ž๎˜๎˜ˆ๎˜œ๎˜๎˜—๎˜๎˜ž๎˜›๎˜…๎˜Ÿ๎˜ž๎˜œ๎˜…๎˜† ๎˜๎˜ˆ๎˜œ๎˜๎˜›๎˜„๎˜–๎˜๎˜Œ๎˜–๎˜Š๎˜…๎˜Ÿ๎˜Œ๎˜˜๎˜Š๎˜‰๎˜ž!๎˜… "๎˜‰๎˜Ž๎˜›๎˜๎˜Ž๎˜›๎˜–๎˜Ÿ๎˜๎˜…๎˜Ž๎˜#๎˜”#๎˜“""$๎˜๎˜›๎˜˜๎˜๎˜๎˜…๎˜™๎˜…๎˜๎˜–๎˜๎˜ˆ๎˜œ๎˜๎˜‹๎˜„๎˜‰๎˜›๎˜–๎˜™๎˜–๎˜Œ๎˜๎˜…๎˜Ž๎˜๎˜†๎˜–%๎˜›๎˜๎˜›๎˜˜๎˜๎˜œ๎˜˜๎˜๎˜Œ๎˜๎˜™๎˜‰๎˜Œ๎˜…๎˜‰๎˜ˆ๎˜ž๎˜–!๎˜…

9. A๎˜=๎˜

1 bh ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for h๎˜ 2

1 10. V =๎˜ Bh๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for B๎˜ 3

11. K =

mv2 ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜ solve for m๎˜๎˜ 2

12.๎˜๎˜๎˜ a =

b+c ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for b๎˜๎˜๎˜ d

13.๎˜P =๎˜2L๎˜+๎˜2W๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for W๎˜

14.๎˜๎˜Ax +๎˜By๎˜=๎˜C ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜ solve for y๎˜

15. y =๎˜mx ๎˜‚๎˜b๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜ solve for x๎˜

16.๎˜๎˜A =๎˜P + ๎˜Prt ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for t๎˜๎˜

17. C =

5 ( F โˆ’ 32) ๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜๎˜solve for F 9

18. A =

1 h (b1 + b2 ) ๎˜๎˜๎˜ 2

solve๎˜for b 1 ๎˜

ยฉ Gina Wilson (All Things Algebraยฎ, LLC), 2012-2016...


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