Kuta Software - Infinite Algebra 1
Name___________________________________
Literal Equations
Date________________ Period____
Solve each equation for the indicated variable.
1) gx , for x
2) ux , for x
3) zmx , for x
4) gca , for a
5) uxk , for x
6) gcx , for x
k
7) u , for a
a
8) gxc , for x
9) am , for a
10) xc , for x
11) amn p , for a
13) acdr , for a
12) u
ak
, for a
b
14) xmnp , for x
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15) zb
m
, for a
a
17) gbca , for a
19) xxg , for x
21) g
xc
, for x
x
16) gxcy , for x
18) gcab , for a
20) g
a
, for a
a
22) xmxz , for x
23) ukaba , for a
24) ukxyx , for x
25) uba , for a
26) zab , for a
27) gcaba , for a
28) an p , for a
29) xrd , for x
30) u
a
, for a
ka
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Worksheet by Kuta Software LLC
Kuta Software - Infinite Algebra 1
Name___________________________________
Literal Equations
Date________________ Period____
Solve each equation for the indicated variable.
1) gx , for x
2) ux , for x
g

x
3) zmx , for x
4) gca , for a
x
xzm
a
u

g
c
5) uxk , for x
6) gcx , for x
xuk
xgc
k
7) u , for a
a
a
k
u
9) am , for a
a

m
11) amn p , for a
a
n p
m
13) acdr , for a
acdr
8) gxc , for x
x
g
c
10) xc , for x
x
12) u
c

ak
, for a
b
a
ub
k
14) xmnp , for x
x
np
m
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Worksheet by Kuta Software LLC
15) zb
a
m
, for a
a
gb
c
19) xxg , for x
x
21) g

g
xc
, for x
x
x
c
g
23) ukaba , for a
a
u
kb
25) uba , for a
a
ub

27) gcaba , for a
a
g
cb
29) xrd , for x
x
xgcy
m
zb
17) gbca , for a
a
16) gxcy , for x
rd

18) gcab , for a
a
20) g
gb
c
a
, for a
a
a

g
22) xmxz , for x
x
z
m
24) ukxyx , for x
x
u
ky
26) zab , for a
a
zb

28) an p , for a
a
n p

a
, for a
ka

a
uk
30) u
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