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WorksheetsTranslate Words to Math Practice
Total questions: 82
Worksheet time: 2hrs 51mins
The sum of m and n
n + m
m - n
n - m
4 less than g
4 - g
g - 4
4 + g
The difference of a number t and 2
t + 2
t - 2
2 - t
The sum of a number k and a number j reduced by 10
k + j - 10
(k + j) + 10
(k - j) - 10
(k + j) - 10
8 decreased by the sum of 3 and a number c
8 - (3 - c)
8 - 3 - c
8 - (3 + c)
8 - 3 + c
A number d less than 4, plus 1
d - 4 + 1
4 - d - 1
4 - d + 1
d - 4 - 1
6 more than the difference of 9 and a number p
6 + (9 - p)
6 + (p - 9)
6 + 9 - p
6 + p - 9
SUM
PRODUCT
DIFFERENCE
QUOTIENT
three times a number plus 16
3x + 7
3x + 7
57 more than 3 times Kate's score
Use the variable g to represent Kate's score.
4q
the quotient of a number and 4
n / 4
n - 4
n + 4
4n
4q
Translate to an algebraic expression.
14 less than the quantity k times 6
6k - 14
14 + 6k
14k - 6
14 - 6k
Which term indicates that we should subtract?
Increased by
Less than
Times
Divided into
two more than three times a number
two increased by four times a number is eight
8 less than the product of 4 and a number
Use the variable m to represent the unknown number.
Translate this verbal equation into an algebraic equation:
30 more than the number, y, is 42
y + 30 =42
y x 30 = 42
30y = 42
30 + y = 42
Translate this verbal equation into an algebraic equation:
Fifteen less than the number, w, is 15
15/w = 14
w - 15 = 15
15 - w = 14
w/15 = 15
Translate this verbal equation into an algebraic equation:
40 is eleven minus the number, b
40 = b - 11
40 = 11 x b
40 = 11 + b
40 = 11 - b
Translate this verbal equation into an algebraic equation:
The sum of 8 and the number, x, is 64
8 - x = 64
8(x) = 64
8 + x = 64
8/x = 64
Translate this verbal equation into an algebraic equation:
The quotient of 28 and the number, e, is 4
e/28 = 4
28 + e = 4
28 x e = 4
28/e = 4
Translate this verbal equation into an algebraic equation:
The 150 tickets sold were double the number sold on Saturday, s
2 x 150 = s
150s = 2
150 = 2 + s
150 = 2s
Translate this verbal equation into an algebraic equation:
52 is d, dollars, increased by 9.
52 = d - 9
52 = d + 9
52 = 9/d
52 = 9d
Translate this verbal equation into an algebraic equation:
3 dollars more than the cost of the journal, j, is 8 dollars
3j = 8
3 + j = 8
j - 3 = 8
j + 3 = 8
