Variables on Both Sides
Variables on Both Sides with Distribution
Variables on Both Sides with Like Terms
Variables on Both Sides with Distribution and Like Terms
Proportions
100

6x+3=x+28

x = 5

100

-6(3-6r)=-18+4r

r = 0

100

12p=p+81+2p

p = 9

100

16-2n=-8+4(n-3)

n = 6

100

2/3 = 10/n

n = 15

200

8-2c=2c

c = 2

200

2(a-2)=3(a-5)

a = 11

200

5+2y-12=y+9

y = 16

200

12y+5(y-6)=4

y = 2

200

3/5 = x/35

x = 21

300

3k-15=-k+1

k = 4

300

3(d+2)=5(d-6)

d = 18

300

3+5n=1+8n+2

n = 0

300

5-(8v+5)=-4(1+3v)

v = -1

300

10/z = 5/12

z = 24

400

14+3a=-2a-1

a = -3

400

16(z+3)=4(z+9)

z = -1

400

4(3b-1)=9-b

b = 1

400

-6x+7(1-x)=-4(x-4)

x = -1

400

c/4 = 21/28

c = 3

500

9x+6=6x-9

x = -5

500

7(x+2)=2(x+2)

x = -2

500

-8(4+4n)=8(n+6)

n = -2

500

3(a-6)=-5a-7-3a

a = 1

500

3/14 = 6/x

x = 28

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