Algebra - Solving One-Step Equations
Question 1
Find the value of $x$
a) $x+2=3$
a
$x=1$
Question ID: 20120010010
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b) $x+3=5$
a
$x=2$
Question ID: 20120010020
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c) $x+5=9$
a
$x=4$
Question ID: 20120010030
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d) $x+10=15$
a
$x=5$
Question ID: 20120010040
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e) $6+x=8$
a
$x=2$
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f) $11+x=17$
a
$x=6$
Question ID: 20120010060
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g) $20+x=29$
a
$x=9$
Question ID: 20120010070
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h) $6=x+2$
a
$x=4$
Question ID: 20120010080
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i) $10=x+3$
a
$x=7$
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j) $15=4+x$
a
$x=11$
Question ID: 20120010100
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k) $x+3=1$
a
$x=-2$
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l) $x+7=2$
a
$x=-5$
Question ID: 20120010120
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m) $9+x=0$
a
$x=-9$
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n) $1+x=-1$
a
$x=-2$
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o) $5+x=-10$
a
$x=-15$
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p) $-15+x=5$
a
$x=20$
Question ID: 20120010160
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q) $-3=5+x$
a
$x=-8$
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r) $-10=10+x$
a
$x=-20$
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s) $x+4=2+5$
a
$x=3$
Question ID: 20120010190
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t) $x+2+4=3+6$
a
$x=3$
Question ID: 20120010200
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Question 2
Find the value of $x$
a) $x-2=3$
a
$x=5$
Question ID: 20120020010
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b) $x-5=4$
a
$x=9$
Question ID: 20120020020
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c) $x-3=10$
a
$x=13$
Question ID: 20120020030
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d) $x-11=11$
a
$x=22$
Question ID: 20120020040
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e) $x-13=2$
a
$x=15$
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f) $x-1=-4$
a
$x=-3$
Question ID: 20120020060
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g) $x-3=-7$
a
$x=-4$
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h) $x-5=-11$
a
$x=-6$
Question ID: 20120020080
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i) $4=x-3$
a
$x=7$
Question ID: 20120020090
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j) $10=x-9$
a
$x=19$
Question ID: 20120020100
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Question 3
Find the value of $x$
a) $2x=6$
a
$x=3$
Question ID: 20120030010
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b) $2x=8$
a
$x=4$
Question ID: 20120030020
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c) $2x=14$
a
$x=7$
Question ID: 20120030030
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d) $3x=15$
a
$x=5$
Question ID: 20120030040
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e) $4x=8$
a
$x=2$
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f) $6x=24$
a
$x=4$
Question ID: 20120030060
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g) $10x=90$
a
$x=9$
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h) $7x=49$
a
$x=7$
Question ID: 20120030080
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i) $12x=36$
a
$x=3$
Question ID: 20120030090
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j) $14x=56$
a
$x=4$
Question ID: 20120030100
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k) $2x=-8$
a
$x=-4$
Question ID: 20120030110
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l) $4x=-12$
a
$x=-3$
Question ID: 20120030120
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m) $6x=-6$
a
$x=-1$
Question ID: 20120030130
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n) $10x=-50$
a
$x=-5$
Question ID: 20120030140
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o) $15x=-30$
a
$x=-2$
Question ID: 20120030150
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p) $-2x=4$
a
$x=-2$
Question ID: 20120030160
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q) $-3x=9$
a
$x=-3$
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r) $-x=11$
a
$x=-11$
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s) $-2x=-10$
a
$x=5$
Question ID: 20120030190
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t) $-x=-55$
a
$x=55$
Question ID: 20120030200
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u) $32=2x$
a
$x=16$
Question ID: 20120030210
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v) $-55=5x$
a
$x=-11$
Question ID: 20120030220
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w) $-23=-x$
a
$x=23$
Question ID: 20120030230
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x) $-30=-6x$
a
$x=5$
Question ID: 20120030240
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y) $56=-7x$
a
$x=-8$
Question ID: 20120030250
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z) $108=-12x$
a
$x=-9$
Question ID: 20120030260
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Question 4
Find the value of $x$
a) $\frac x2=3$
a
$x=6$
Question ID: 20120040010
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b) $\frac x3=4$
a
$x=12$
Question ID: 20120040020
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c) $\frac x4=4$
a
$x=16$
Question ID: 20120040030
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d) $\frac x5=10$
a
$x=50$
Question ID: 20120040040
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e) $\frac {x}{-6}=2$
a
$x=-12$
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f) $\frac {x}{-8}=1$
a
$x=-8$
Question ID: 20120040060
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g) $\frac x7=-3$
a
$x=-21$
Question ID: 20120040070
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h) $\frac x9=-4$
a
$x=-36$
Question ID: 20120040080
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i) $\frac {x}{-11}=-4$
a
$x=44$
Question ID: 20120040090
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j) $\frac {x}{-15}=-3$
a
$x=45$
Question ID: 20120040100
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k) $4=\frac {x}{2}$
a
$x=8$
Question ID: 20120040110
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l) $5=\frac {x}{1}$
a
$x=5$
Question ID: 20120040120
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m) $6=\frac {x}{3}$
a
$x=18$
Question ID: 20120040130
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n) $10=\frac {x}{6}$
a
$x=60$
Question ID: 20120040140
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o) $5=\frac {x}{-2}$
a
$x=-10$
Question ID: 20120040150
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p) $3=\frac {x}{-5}$
a
$x=-15$
Question ID: 20120040160
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q) $6=\frac {x}{-1}$
a
$x=-6$
Question ID: 20120040170
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r) $-2=\frac {x}{-7}$
a
$x=14$
Question ID: 20120040180
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s) $-10=\frac {x}{-10}$
a
$x=100$
Question ID: 20120040190
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t) $-11=\frac {x}{-7}$
a
$x=77$
Question ID: 20120040200
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Question 5
Find the value of $x$
a) $x+15=30$
a
$x=15$
Question ID: 20120050010
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b) $4x=20$
a
$x=5$
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c) $\frac{x}{16}=3$
a
$x=48$
Question ID: 20120050030
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d) $22=x-17$
a
$x=39$
Question ID: 20120050040
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e) $-14+x=6$
a
$x=20$
Question ID: 20120050050
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f) $\frac{x}{-4}=15$
a
$x=-60$
Question ID: 20120050060
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g) $8=x-22$
a
$x=30$
Question ID: 20120050070
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h) $-4x=-24$
a
$x=6$
Question ID: 20120050080
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i) $65x=-260$
a
$x=-4$
Question ID: 20120050090
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j) $\frac{x}{-33}=-5$
a
$x=165$
Question ID: 20120050100
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Question 6
Find the value of $x$. Where necessary, leave answers as a mixed number
a) $x+6=7\frac12$
a
$x=\frac32$
Question ID: 20120060010
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b) $x-2=\frac34$
a
$x=2\frac34$
Question ID: 20120060020
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c) $\frac{x}{4}=\frac18$
a
$x=\frac12$
Question ID: 20120060030
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d) $5x=1$
a
$x=\frac15$
Question ID: 20120060040
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e) $\frac23=x-\frac53$
a
$x=2\frac13$
Question ID: 20120060050
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f) $1\frac23=\frac{x}{2}$
a
$x=1\frac13$
Question ID: 20120060060
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g) $2\frac56=3x$
a
$x=\frac59$
Question ID: 20120060070
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h) $22=7x$
a
$x=3\frac17$
Question ID: 20120060080
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i) $\frac32=\frac14 x$
a
$x=6$
Question ID: 20120060090
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j) $5\frac56=\frac{x}{\frac23}$
a
$x=2\frac79$
Question ID: 20120060100
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Question 7
Form an equation, and solve it
a) I think of a number, add $3$ to it and get $5$. What number was I thinking of?
a
Let the number be $x$
$x+3=5$
$x=2$
The number is $2$
Question ID: 20120070010
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b) I think of a number, subtract $10$ to it and get $15$. What number was I thinking of?
a
Let the number be $x$
$x-10=15$
$x=25$
The number is $25$
Question ID: 20120070020
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c) Sam buys $2$ bags of dice from a shop. These bags contain the same number of dice. After emptying them both, he counts $32$ dice. How many dice was in each bag?
a
Let the number of dice in one bag be $x$
$2x=32$
$x=16$
There are $16$ dice in each bag
Question ID: 20120070030
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d) Ada bought a bag jelly snakes from a shop. After sharing them out between her $8$ friends (not including herself), each friend has $11$ jelly snakes each. How many jelly snakes were in the bag?
a
Let the number of jelly snakes in the bag be $x$
$\frac x8=11$
$x=88$
There were $88$ jelly snakes in the bag
Question ID: 20120070040
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e) Sophie finished fishing at $8$pm. She knew she was fishing of $5$ hours, at what time did she start fishing?
a
Let the time Sophie started fishing be $x$pm
$x+5=8$
$x=3$
Sophie started fishing at $3$pm
Question ID: 20120070050
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f) Joe bought $12$ litres of fuel for $\$30$. How much did one litre of fuel cost?
a
Let the price of one litre of fuel be $\$x$
$12x=30$
$x=2.5$
One litre of fuel costs $\$2.50$
Question ID: 20120070060
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g) Two angles are on a straight line. One angle is $52$ degrees. What is the size of the other angle?
a
Let the size of the other angle be $x$ degrees
$52+x=180$
$x=128$
The other angle is $128$ degrees
Question ID: 20120070070
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Question 1
Find the value of $x$
a) $x+2=3$
b) $x+3=5$
c) $x+5=9$
d) $x+10=15$
e) $6+x=8$
f) $11+x=17$
g) $20+x=29$
h) $6=x+2$
i) $10=x+3$
j) $15=4+x$
k) $x+3=1$
l) $x+7=2$
m) $9+x=0$
n) $1+x=-1$
o) $5+x=-10$
p) $-15+x=5$
q) $-3=5+x$
r) $-10=10+x$
s) $x+4=2+5$
t) $x+2+4=3+6$
Question 2
Find the value of $x$
a) $x-2=3$
b) $x-5=4$
c) $x-3=10$
d) $x-11=11$
e) $x-13=2$
f) $x-1=-4$
g) $x-3=-7$
h) $x-5=-11$
i) $4=x-3$
j) $10=x-9$
Question 3
Find the value of $x$
a) $2x=6$
b) $2x=8$
c) $2x=14$
d) $3x=15$
e) $4x=8$
f) $6x=24$
g) $10x=90$
h) $7x=49$
i) $12x=36$
j) $14x=56$
k) $2x=-8$
l) $4x=-12$
m) $6x=-6$
n) $10x=-50$
o) $15x=-30$
p) $-2x=4$
q) $-3x=9$
r) $-x=11$
s) $-2x=-10$
t) $-x=-55$
u) $32=2x$
v) $-55=5x$
w) $-23=-x$
x) $-30=-6x$
y) $56=-7x$
z) $108=-12x$
Question 4
Find the value of $x$
a) $\frac x2=3$
b) $\frac x3=4$
c) $\frac x4=4$
d) $\frac x5=10$
e) $\frac {x}{-6}=2$
f) $\frac {x}{-8}=1$
g) $\frac x7=-3$
h) $\frac x9=-4$
i) $\frac {x}{-11}=-4$
j) $\frac {x}{-15}=-3$
k) $4=\frac {x}{2}$
l) $5=\frac {x}{1}$
m) $6=\frac {x}{3}$
n) $10=\frac {x}{6}$
o) $5=\frac {x}{-2}$
p) $3=\frac {x}{-5}$
q) $6=\frac {x}{-1}$
r) $-2=\frac {x}{-7}$
s) $-10=\frac {x}{-10}$
t) $-11=\frac {x}{-7}$
Question 5
Find the value of $x$
a) $x+15=30$
b) $4x=20$
c) $\frac{x}{16}=3$
d) $22=x-17$
e) $-14+x=6$
f) $\frac{x}{-4}=15$
g) $8=x-22$
h) $-4x=-24$
i) $65x=-260$
j) $\frac{x}{-33}=-5$
Question 6
Find the value of $x$. Where necessary, leave answers as a mixed number
a) $x+6=7\frac12$
b) $x-2=\frac34$
c) $\frac{x}{4}=\frac18$
d) $5x=1$
e) $\frac23=x-\frac53$
f) $1\frac23=\frac{x}{2}$
g) $2\frac56=3x$
h) $22=7x$
i) $\frac32=\frac14 x$
j) $5\frac56=\frac{x}{\frac23}$
Question 7
Form an equation, and solve it
a) I think of a number, add $3$ to it and get $5$. What number was I thinking of?
b) I think of a number, subtract $10$ to it and get $15$. What number was I thinking of?
c) Sam buys $2$ bags of dice from a shop. These bags contain the same number of dice. After emptying them both, he counts $32$ dice. How many dice was in each bag?
d) Ada bought a bag jelly snakes from a shop. After sharing them out between her $8$ friends (not including herself), each friend has $11$ jelly snakes each. How many jelly snakes were in the bag?
e) Sophie finished fishing at $8$pm. She knew she was fishing of $5$ hours, at what time did she start fishing?
f) Joe bought $12$ litres of fuel for $\$30$. How much did one litre of fuel cost?
g) Two angles are on a straight line. One angle is $52$ degrees. What is the size of the other angle?
Answers
Question 1
a) $x=1$
b) $x=2$
c) $x=4$
d) $x=5$
e) $x=2$
f) $x=6$
g) $x=9$
h) $x=4$
i) $x=7$
j) $x=11$
k) $x=-2$
l) $x=-5$
m) $x=-9$
n) $x=-2$
o) $x=-15$
p) $x=20$
q) $x=-8$
r) $x=-20$
s) $x=3$
t) $x=3$
Question 2
a) $x=5$
b) $x=9$
c) $x=13$
d) $x=22$
e) $x=15$
f) $x=-3$
g) $x=-4$
h) $x=-6$
i) $x=7$
j) $x=19$
Question 3
a) $x=3$
b) $x=4$
c) $x=7$
d) $x=5$
e) $x=2$
f) $x=4$
g) $x=9$
h) $x=7$
i) $x=3$
j) $x=4$
k) $x=-4$
l) $x=-3$
m) $x=-1$
n) $x=-5$
o) $x=-2$
p) $x=-2$
q) $x=-3$
r) $x=-11$
s) $x=5$
t) $x=55$
u) $x=16$
v) $x=-11$
w) $x=23$
x) $x=5$
y) $x=-8$
z) $x=-9$
Question 4
a) $x=6$
b) $x=12$
c) $x=16$
d) $x=50$
e) $x=-12$
f) $x=-8$
g) $x=-21$
h) $x=-36$
i) $x=44$
j) $x=45$
k) $x=8$
l) $x=5$
m) $x=18$
n) $x=60$
o) $x=-10$
p) $x=-15$
q) $x=-6$
r) $x=14$
s) $x=100$
t) $x=77$
Question 5
a) $x=15$
b) $x=5$
c) $x=48$
d) $x=39$
e) $x=20$
f) $x=-60$
g) $x=30$
h) $x=6$
i) $x=-4$
j) $x=165$
Question 6
a) $x=\frac32$
b) $x=2\frac34$
c) $x=\frac12$
d) $x=\frac15$
e) $x=2\frac13$
f) $x=1\frac13$
g) $x=\frac59$
h) $x=3\frac17$
i) $x=6$
j) $x=2\frac79$
Question 7
a) Let the number be $x$
$x+3=5$
$x=2$
The number is $2$
b) Let the number be $x$
$x-10=15$
$x=25$
The number is $25$
c) Let the number of dice in one bag be $x$
$2x=32$
$x=16$
There are $16$ dice in each bag
d) Let the number of jelly snakes in the bag be $x$
$\frac x8=11$
$x=88$
There were $88$ jelly snakes in the bag
e) Let the time Sophie started fishing be $x$pm
$x+5=8$
$x=3$
Sophie started fishing at $3$pm
f) Let the price of one litre of fuel be $\$x$
$12x=30$
$x=2.5$
One litre of fuel costs $\$2.50$
g) Let the size of the other angle be $x$ degrees
$52+x=180$
$x=128$
The other angle is $128$ degrees
Question 1
Find the value of $x$
a) $x+2=3$
b) $x+3=5$
c) $x+5=9$
d) $x+10=15$
e) $6+x=8$
f) $11+x=17$
g) $20+x=29$
h) $6=x+2$
i) $10=x+3$
j) $15=4+x$
k) $x+3=1$
l) $x+7=2$
m) $9+x=0$
n) $1+x=-1$
o) $5+x=-10$
p) $-15+x=5$
q) $-3=5+x$
r) $-10=10+x$
s) $x+4=2+5$
t) $x+2+4=3+6$
Question 2
Find the value of $x$
a) $x-2=3$
b) $x-5=4$
c) $x-3=10$
d) $x-11=11$
e) $x-13=2$
f) $x-1=-4$
g) $x-3=-7$
h) $x-5=-11$
i) $4=x-3$
j) $10=x-9$
Question 3
Find the value of $x$
a) $2x=6$
b) $2x=8$
c) $2x=14$
d) $3x=15$
e) $4x=8$
f) $6x=24$
g) $10x=90$
h) $7x=49$
i) $12x=36$
j) $14x=56$
k) $2x=-8$
l) $4x=-12$
m) $6x=-6$
n) $10x=-50$
o) $15x=-30$
p) $-2x=4$
q) $-3x=9$
r) $-x=11$
s) $-2x=-10$
t) $-x=-55$
u) $32=2x$
v) $-55=5x$
w) $-23=-x$
x) $-30=-6x$
y) $56=-7x$
z) $108=-12x$
Question 4
Find the value of $x$
a) $\frac x2=3$
b) $\frac x3=4$
c) $\frac x4=4$
d) $\frac x5=10$
e) $\frac {x}{-6}=2$
f) $\frac {x}{-8}=1$
g) $\frac x7=-3$
h) $\frac x9=-4$
i) $\frac {x}{-11}=-4$
j) $\frac {x}{-15}=-3$
k) $4=\frac {x}{2}$
l) $5=\frac {x}{1}$
m) $6=\frac {x}{3}$
n) $10=\frac {x}{6}$
o) $5=\frac {x}{-2}$
p) $3=\frac {x}{-5}$
q) $6=\frac {x}{-1}$
r) $-2=\frac {x}{-7}$
s) $-10=\frac {x}{-10}$
t) $-11=\frac {x}{-7}$
Question 5
Find the value of $x$
a) $x+15=30$
b) $4x=20$
c) $\frac{x}{16}=3$
d) $22=x-17$
e) $-14+x=6$
f) $\frac{x}{-4}=15$
g) $8=x-22$
h) $-4x=-24$
i) $65x=-260$
j) $\frac{x}{-33}=-5$
Question 6
Find the value of $x$. Where necessary, leave answers as a mixed number
a) $x+6=7\frac12$
b) $x-2=\frac34$
c) $\frac{x}{4}=\frac18$
d) $5x=1$
e) $\frac23=x-\frac53$
f) $1\frac23=\frac{x}{2}$
g) $2\frac56=3x$
h) $22=7x$
i) $\frac32=\frac14 x$
j) $5\frac56=\frac{x}{\frac23}$
Question 7
Form an equation, and solve it
a) I think of a number, add $3$ to it and get $5$. What number was I thinking of?
b) I think of a number, subtract $10$ to it and get $15$. What number was I thinking of?
c) Sam buys $2$ bags of dice from a shop. These bags contain the same number of dice. After emptying them both, he counts $32$ dice. How many dice was in each bag?
d) Ada bought a bag jelly snakes from a shop. After sharing them out between her $8$ friends (not including herself), each friend has $11$ jelly snakes each. How many jelly snakes were in the bag?
e) Sophie finished fishing at $8$pm. She knew she was fishing of $5$ hours, at what time did she start fishing?
f) Joe bought $12$ litres of fuel for $\$30$. How much did one litre of fuel cost?
g) Two angles are on a straight line. One angle is $52$ degrees. What is the size of the other angle?
Answers
Question 1
a) $x=1$
b) $x=2$
c) $x=4$
d) $x=5$
e) $x=2$
f) $x=6$
g) $x=9$
h) $x=4$
i) $x=7$
j) $x=11$
k) $x=-2$
l) $x=-5$
m) $x=-9$
n) $x=-2$
o) $x=-15$
p) $x=20$
q) $x=-8$
r) $x=-20$
s) $x=3$
t) $x=3$
Question 2
a) $x=5$
b) $x=9$
c) $x=13$
d) $x=22$
e) $x=15$
f) $x=-3$
g) $x=-4$
h) $x=-6$
i) $x=7$
j) $x=19$
Question 3
a) $x=3$
b) $x=4$
c) $x=7$
d) $x=5$
e) $x=2$
f) $x=4$
g) $x=9$
h) $x=7$
i) $x=3$
j) $x=4$
k) $x=-4$
l) $x=-3$
m) $x=-1$
n) $x=-5$
o) $x=-2$
p) $x=-2$
q) $x=-3$
r) $x=-11$
s) $x=5$
t) $x=55$
u) $x=16$
v) $x=-11$
w) $x=23$
x) $x=5$
y) $x=-8$
z) $x=-9$
Question 4
a) $x=6$
b) $x=12$
c) $x=16$
d) $x=50$
e) $x=-12$
f) $x=-8$
g) $x=-21$
h) $x=-36$
i) $x=44$
j) $x=45$
k) $x=8$
l) $x=5$
m) $x=18$
n) $x=60$
o) $x=-10$
p) $x=-15$
q) $x=-6$
r) $x=14$
s) $x=100$
t) $x=77$
Question 5
a) $x=15$
b) $x=5$
c) $x=48$
d) $x=39$
e) $x=20$
f) $x=-60$
g) $x=30$
h) $x=6$
i) $x=-4$
j) $x=165$
Question 6
a) $x=\frac32$
b) $x=2\frac34$
c) $x=\frac12$
d) $x=\frac15$
e) $x=2\frac13$
f) $x=1\frac13$
g) $x=\frac59$
h) $x=3\frac17$
i) $x=6$
j) $x=2\frac79$
Question 7
a) Let the number be $x$
$x+3=5$
$x=2$
The number is $2$
b) Let the number be $x$
$x-10=15$
$x=25$
The number is $25$
c) Let the number of dice in one bag be $x$
$2x=32$
$x=16$
There are $16$ dice in each bag
d) Let the number of jelly snakes in the bag be $x$
$\frac x8=11$
$x=88$
There were $88$ jelly snakes in the bag
e) Let the time Sophie started fishing be $x$pm
$x+5=8$
$x=3$
Sophie started fishing at $3$pm
f) Let the price of one litre of fuel be $\$x$
$12x=30$
$x=2.5$
One litre of fuel costs $\$2.50$
g) Let the size of the other angle be $x$ degrees
$52+x=180$
$x=128$
The other angle is $128$ degrees
Solutions
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