DMAS Questions for Class 5 with Answers: Practise 42 DMAS rule simplification problems designed for Class 5 Maths students. Below you will find the DMAS rule order of operations, 20 practice questions with an answer key, and 22 step-by-step solved examples.
What Is the DMAS Rule in Class 5 Maths?
When an arithmetic expression has no brackets and contains more than one operation (Γ·, Γ, +, β), we solve it in the strict order of DMAS:
| Letter | Operation | Symbol | Step Order |
|---|---|---|---|
| D | Division | Γ· or / | Step 1: Divide first |
| M | Multiplication | Γ or * | Step 2: Multiply second |
| A | Addition | + | Step 3: Add third |
| S | Subtraction | β | Step 4: Subtract last |
If the question also includes bracketsβsuch as ( ), { }, or [ ]βuse the full BODMAS Questions for Class 5 or Simplification Questions for Class 5.
20 Practice DMAS Questions for Class 5 (With Answer Key)
Solve the following 20 expressions using the DMAS rule, then check your answers in the table below:
(a) 13 Γ 2 β 4
(b) 24 Γ· 3 + 4
(c) 12 + 5 Γ 3
(d) 25 Γ 4 + 12
(e) 55 + 18 Γ· 6
(f) 21 β 8 Γ· 4
(g) 34 β 5 Γ 5
(h) 15 Γ 2 + 4
(i) 35 Γ· 7 Γ 3
(j) 18 β 16 Γ· 2
(k) 8 Γ 7 β 5 + 3
(l) 75 Γ· 15 + 12 Γ 3
(m) 25 Γ· 5 + 4 Γ 10
(n) 35 Γ 2 β 50 + 20
(o) 22 + 30 Γ· 6 β 15
(p) 12 β 24 Γ· 8 + 10
(q) 85 β 15 Γ 4 + 34
(r) 45 + 63 Γ· 9 Γ 4
(s) 88 Γ· 22 Γ 4 β 16
(t) 70 β 42 Γ· 3 Γ 3 + 22
Answer Key for Practice Questions (a to t)
| Q. | Working Step (DMAS) | Answer | Q. | Working Step (DMAS) | Answer |
|---|---|---|---|---|---|
| (a) | 26 β 4 | 22 | (k) | 56 β 5 + 3 | 54 |
| (b) | 8 + 4 | 12 | (l) | 5 + 36 | 41 |
| (c) | 12 + 15 | 27 | (m) | 5 + 40 | 45 |
| (d) | 100 + 12 | 112 | (n) | 70 β 50 + 20 | 40 |
| (e) | 55 + 3 | 58 | (o) | 22 + 5 β 15 | 12 |
| (f) | 21 β 2 | 19 | (p) | 12 β 3 + 10 | 19 |
| (g) | 34 β 25 | 9 | (q) | 85 β 60 + 34 | 59 |
| (h) | 30 + 4 | 34 | (r) | 45 + 7 Γ 4 = 45 + 28 | 73 |
| (i) | 5 Γ 3 | 15 | (s) | 4 Γ 4 β 16 = 16 β 16 | 0 |
| (j) | 18 β 8 | 10 | (t) | 70 β 14 Γ 3 + 22 = 70 β 42 + 22 | 50 |
22 Solved DMAS Questions for Class 5 (Step-by-Step Solutions)
Study how each operation is simplified one step at a timeβfirst Division (Γ·), then Multiplication (Γ), then Addition (+), and finally Subtraction (β):
(i) 3 Γ 4 Γ· 2 + 9 β 3
= 3 Γ 2 + 9 β 3 (Performing Division: 4 Γ· 2 = 2)
= 6 + 9 β 3 (Performing Multiplication: 3 Γ 2 = 6)
= 15 β 3 (Performing Addition: 6 + 9 = 15)
= 12
(ii) 12 Γ· 3 Γ 2 β 5 + 3
= 4 Γ 2 β 5 + 3 (Division: 12 Γ· 3 = 4)
= 8 β 5 + 3 (Multiplication: 4 Γ 2 = 8)
= 8 + 3 β 5 = 11 β 5
= 6
(iii) 10 + 5 Γ 9 Γ· 3 β 6
= 10 + 5 Γ 3 β 6 (Division: 9 Γ· 3 = 3)
= 10 + 15 β 6 (Multiplication: 5 Γ 3 = 15)
= 25 β 6
= 19
(iv) 6 Γ· 3 + 24 Γ 2 β 20
= 2 + 24 Γ 2 β 20 (Division: 6 Γ· 3 = 2)
= 2 + 48 β 20 (Multiplication: 24 Γ 2 = 48)
= 50 β 20
= 30
(v) 6 Γ 5 β 28 Γ· 7 + 15
= 6 Γ 5 β 4 + 15 (Division: 28 Γ· 7 = 4)
= 30 β 4 + 15 (Multiplication: 6 Γ 5 = 30)
= 26 + 15
= 41
(vi) 9 + 15 β 5 Γ 4 Γ· 2
= 9 + 15 β 5 Γ 2 (Division: 4 Γ· 2 = 2)
= 9 + 15 β 10 (Multiplication: 5 Γ 2 = 10)
= 24 β 10
= 14
(vii) 18 Γ· 6 Γ 9 + 7 β 15
= 3 Γ 9 + 7 β 15 (Division: 18 Γ· 6 = 3)
= 27 + 7 β 15 (Multiplication: 3 Γ 9 = 27)
= 34 β 15
= 19
(viii) 5 Γ 4 β 24 Γ· 8 + 9
= 5 Γ 4 β 3 + 9 (Division: 24 Γ· 8 = 3)
= 20 β 3 + 9 (Multiplication: 5 Γ 4 = 20)
= 17 + 9
= 26
(ix) 17 β 24 Γ· 6 Γ 3 + 12
= 17 β 4 Γ 3 + 12 (Division: 24 Γ· 6 = 4)
= 17 β 12 + 12 (Multiplication: 4 Γ 3 = 12)
= 5 + 12
= 17
(x) 18 Γ· 3 Γ 5 β 10 + 11
= 6 Γ 5 β 10 + 11 (Division: 18 Γ· 3 = 6)
= 30 β 10 + 11 (Multiplication: 6 Γ 5 = 30)
= 20 + 11
= 31
(xi) 2 Γ 5 β 6 Γ· 3 + 4
= 2 Γ 5 β 2 + 4 (Division: 6 Γ· 3 = 2)
= 10 β 2 + 4 (Multiplication: 2 Γ 5 = 10)
= 8 + 4
= 12
(xii) 16 β 4 Γ 6 Γ· 2 + 9
= 16 β 4 Γ 3 + 9 (Division: 6 Γ· 2 = 3)
= 16 β 12 + 9 (Multiplication: 4 Γ 3 = 12)
= 4 + 9
= 13
(xiii) 18 Γ 6 Γ· 2 β 24 + 8
= 18 Γ 3 β 24 + 8 (Division: 6 Γ· 2 = 3)
= 54 β 24 + 8 (Multiplication: 18 Γ 3 = 54)
= 30 + 8
= 38
(xiv) 15 + 27 Γ· 3 Γ 2 β 17
= 15 + 9 Γ 2 β 17 (Division: 27 Γ· 3 = 9)
= 15 + 18 β 17 (Multiplication: 9 Γ 2 = 18)
= 33 β 17
= 16
(xv) 39 β 12 Γ· 4 Γ 7 + 6
= 39 β 3 Γ 7 + 6 (Division: 12 Γ· 4 = 3)
= 39 β 21 + 6 (Multiplication: 3 Γ 7 = 21)
= 18 + 6
= 24
(xvi) 32 β 10 Γ 6 Γ· 4 + 12
= 32 β 60 Γ· 4 + 12 (10 Γ 6 Γ· 4 = 15)
= 32 β 15 + 12
= 17 + 12
= 29
(xvii) 36 β 10 Γ 2 Γ· 5 β 11
= 36 β 20 Γ· 5 β 11
= 36 β 4 β 11
= 32 β 11
= 21
(xviii) 60 β 48 Γ· 6 Γ 4 + 8
= 60 β 8 Γ 4 + 8 (Division: 48 Γ· 6 = 8)
= 60 β 32 + 8 (Multiplication: 8 Γ 4 = 32)
= 28 + 8
= 36
(xix) 39 β 16 + 18 Γ 9 Γ· 3
= 39 β 16 + 18 Γ 3 (Division: 9 Γ· 3 = 3)
= 39 β 16 + 54 (Multiplication: 18 Γ 3 = 54)
= 23 + 54
= 77
(xx) 100 β 56 Γ· 7 + 15 Γ 2
= 100 β 8 + 15 Γ 2 (Division: 56 Γ· 7 = 8)
= 100 β 8 + 30 (Multiplication: 15 Γ 2 = 30)
= 92 + 30
= 122
(xxi) 16 + 8 Γ· 4 β 2 Γ 3
= 16 + 2 β 2 Γ 3 (Division: 8 Γ· 4 = 2)
= 16 + 2 β 6 (Multiplication: 2 Γ 3 = 6)
= 18 β 6
= 12
(xxii) 5 Γ 50 + 57 β 57 Γ· 57
= 5 Γ 50 + 57 β 1 (Division: 57 Γ· 57 = 1)
= 250 + 57 β 1 (Multiplication: 5 Γ 50 = 250)
= 307 β 1
= 306
Download Class 5 DMAS & Simplification Worksheet PDF
- Download Class 5 DMAS & Simplification Worksheet PDF with Solutions
- BODMAS Questions for Class 5 with Answers
- Simplification Questions for Class 5 with Answers
- Simplification Questions for Class 6 with Answers
- NCERT Class 5 Maths Book (Maths Mela) PDF Download
Frequently Asked Questions on DMAS Rule (Class 5)
What is the full form of DMAS in Class 5 Maths?
DMAS stands for Division (Γ·), Multiplication (Γ), Addition (+), and Subtraction (β). When a mathematical expression has no brackets and contains two or more operations, Class 5 students apply the DMAS rule in that exact order to find the correct answer.
What is the difference between DMAS and BODMAS?
DMAS is used for expressions that only have the four basic operations (Γ·, Γ, +, β). BODMAS adds B for Brackets (), {}, [] and O for Of/Orders before Division, so brackets and powers are simplified first before applying DMAS.
Which operation comes first in DMAS: multiplication or division?
In the DMAS rule, Division (D) is performed first before Multiplication (M), followed by Addition (A) and finally Subtraction (S). For example, in 12 Γ· 3 Γ 2, divide 12 by 3 first to get 4, then multiply 4 by 2 to get 8.
Where can I download a free DMAS worksheet PDF for Class 5?
You can download our free printable Class 5 Simplification and DMAS Worksheet PDF directly from the link above on ncertbookspdf.com, complete with practice problems and step-by-step solutions for homework and exam revision.