 Learning the concept of Addition of Literals is an important topic from a mathematics exam point of view. Practice using the Addition of Literals Worksheet and perform well in exams. Worksheet on Addition of Literals provides flexibility and encourages students to solve multiple problems framed on the concept. 6th Grade Math Worksheet on Adding Literals helps you develop logical and reasoning skills. Download the Printable Adding Literals Practice Worksheet PDF for free and score better grades in exams.

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I. Represent the following statements algebraically:

(i) Sum of m, n, and o.
(ii) 5 more than a number x.
(iii) 280 more than a number p.
(v) x added to the sum of y and 19.
(vi) u added to the sum of s and t.
(vii) The sum of m and 6 added to n.

Solution:

(i) Sum of m, n, and o is represented as m+n+o.
(ii) 5 more than a number x is represented as x+5.
(iii) 280 more than a number p is represented as p+280.
(iv) m added to 57 is represented as m+57.
(v) x added to the sum of y and 19 is represented as x+(y+19)
(vi) u added to the sum of s and t is represented as u+(s+t)
(vii) The sum of m and 6 added to n is represented as (m + 6) + n.

II. Write each of the following statements using numbers, literals, and symbols:
(i) Sum of 10q and x.
(ii) Increase 2p by 72
(iii) y is increased by 2x
(iv) Sum of 4 and y increased by 15x
(v) 2a more than 3z
(vi) 5p added to the sum of p and q.

Solution:

(i) Sum of 10q and x is represented as 10q+x.
(ii) Increase 2p by 72 is represented as 2p+72
(iii) y is increased by 2x is represented as 2x+y.
(iv) Sum of 4 and y increased by 15x is represented as (4+y) +15x
(v) 2a more than 3z is represented as 2a+3z
(vi) 5p added to the sum of p and q is represented as 5p+p+q
=6p+q
(vii) r added to 5 is represented as r+5.

III. Write the following statements algebraically:
(i) Sum of p and 7.
(ii) The sum of m and 34 added to a.
(iii) The sum of l and m added to 10.
(iv) 22 added to the sum of n and p.
(v) y increase by 20.
(vi) x increase by the sum of b and c.
(vii) 50 added to the sum of x and y.

Solution:

(i) Sum of p and 7 can be represented as p+7.
(ii) The sum of m and 34 added to a is represented as (m+34)+a
(iii) The sum of l and m added to 10 is represented as (l+m)+10
(iv) 22 added to the sum of n and p is represented as 22+(n+p)
(v) y increase by 20 is represented as y+20
(vi) x increase by the sum of b and c is represented as x+(b+c)
(vii) 50 added to the sum of x and y is represented as 50+(x+y)

IV. Write each of the following algebraically using signs and symbols:
(i) Sum of m and n
(iii) The sum of x and 12 added to y.
(iv) The sum of x and y added to z.
(v) 23 increase by the sum of a and b
(vi) Increase a by 55.
(vii) The sum of a and 64 added to b.

Solution:

(i) Sum of m and n can be represented as m + n.
(ii) x added to 260 is represented as x + 260.
(iii) The sum of x and 12 added to y is represented as (x + 12) + y.
(iv) The sum of x and y added to z is represented as (x + y) + z.
(v) 23 increase by the sum of a and b is represented as 23 + (a + b).
(vi) Increase a by 55 is represented as a + 55.
(vii) The sum of a and 64 added to b is represented as (a + 64) + b.