1
2
3
4
100

2x−4=5x+9

2x−4=5x+9

−4−9=5x−2x

−13=3x

x=

100

3d−8=2d+4

3d−2d=4+8

d=12

100

9l−8=5l+12

4l=20

l=5

100

Sarah and John are comparing their savings. Sarah has $4n - 8, and John has $2n + 12. If they have the same amount of money, how much do they each have?  

4n−8=2n+12





n=10

200

4y+7=3y−2  

4y−3y=−2−7

y=−9

200

9e+5=4e−10

5e=−15

e=−3

200

3n+11=8n−4

15=5n

n=3

200

Emily’s savings account balance is $6n - 3, while her brother’s balance is $4n + 9. If their balances are the same, how much is each of their balances?

6n−3=4n+9

300

6m−3=9m+15

−18=3m

m=−6

300

10f−7=6f+13

4f=20

f=5

300

7p−9=2p+6

5p=15

p=3

300

Lisa buys 2n + 15 oranges, and her friend buys 5n - 3 oranges. If they bought the same number of oranges, how many oranges did each person buy?

2n+15=5n−3

400

8a+10=5a−8

3a=−18

a=−6

400

4h−2=6h+8

−2h=10

h=−5

400

2s−4=6s+12  

−4s=16

s=−4

500

5c+3=8c−9

12=3c

c=4

500

5i+14=3i−10

2i=−24

i=−12

500

4v+9=7v−3

−3v=−12

v=4

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