Student Name
Class / Section
Grade / Year
Teacher
School
Instructions: Read each question carefully and answer to the best of your ability. Show all working for word problems.
1.
Using the BODMAS rule, simplify the expression: 8 + 2 × (5 - 3) Of 2. Provide detailed steps.
(2 pts)
2.
Simplify the expression: (4 + 6) Of 2 ÷ 5 - 3. Outline every step clearly.
(2 pts)
3.
Apply the BODMAS rule to simplify: 3 × (10 - 4) Of 2 + 7. Provide a step-by-step explanation.
(2 pts)
4.
Simplify the expression: (12 - 4) Of 2 ÷ (3 + 1) using BODMAS. Show your working.
(2 pts)
5.
Using BODMAS, simplify: 2 + 3 × (8 - 2) Of 2 - 5. Describe each intermediate step.
(2 pts)
6.
Simplify: (7 + 3) Of 2 - 4 × (6 - 4) by applying BODMAS. Provide a detailed breakdown.
(2 pts)
7.
Simplify the expression: (15 - 5) × (3 + 1) Of 2 using the BODMAS rule. Explain your process.
(2 pts)
8.
Using BODMAS, simplify: 5 × (9 - 4) Of 2 + 2. Include all intermediate calculations.
(2 pts)
9.
Simplify the following using the BODMAS rule: (14 ÷ 2) Of 2 + (3 × 2). Provide a clear explanation of each step.
(2 pts)
10.
Apply BODMAS to simplify: 10 + (6 - 2) Of 2 ÷ 4. Show each step in your solution.
(2 pts)
11.
Simplify: (20 - 10) Of 2 - 3 × (7 - 2) using the BODMAS rule. Detail every computation stage.
(2 pts)
12.
Using BODMAS, simplify: 3 + 2 × (12 - 4) Of 2. Provide a complete explanation.
(2 pts)
13.
Simplify the expression: (18 - 6) Of 2 ÷ 3 + 7 using BODMAS. Explain each step in detail.
(2 pts)
14.
Apply the BODMAS rule to simplify: 4 × [(9 - 3) Of 2 - 5]. Provide a detailed solution.
(2 pts)
15.
Simplify the expression: (16 ÷ 2) Of 2 + 3 × (8 - 5) using the BODMAS rule. Give a step-by-step breakdown.
(2 pts)
16.
Using the BODMAS rule, simplify: 5 × (7 + 3) Of 2 - 10. Explain each step clearly.
(2 pts)
17.
Simplify: (24 - 8) ÷ 4 Of 2 using BODMAS. Provide the detailed process.
(2 pts)
18.
Simplify the expression: 3 × (14 - 4) Of 2 ÷ 2 + 5 using the BODMAS rule. Explain your steps thoroughly.
(2 pts)
19.
Using BODMAS, simplify: (10 + 2) Of 2 - (18 ÷ 3). Provide a detailed solution.
(2 pts)
20.
Simplify the expression: 2 + [(8 - 3) Of 2 × 4] - 7 using the BODMAS rule. Walk through all steps.
(2 pts)
21.
Fill in the blank: In the expression (12-4) Of 2 ÷ 3 + 7, after applying the bracket and Of operations, the intermediate value is
.
(1 pt)
22.
Fill in the blank: Simplify (8+2) Of 2 - 3×4. The value of (8+2) Of 2 is
.
(1 pt)
23.
Fill in the blank: In the expression 5×(9-4) Of 2 + 2, the term (9-4) Of 2 simplifies to
.
(1 pt)
24.
Fill in the blank: For (20-10) Of 2 - 3×(7-2), the computation of (20-10) Of 2 yields
.
(1 pt)
25.
Fill in the blank: In the problem 4×[(9-3) Of 2 - 5], the component (9-3) Of 2 evaluates to
.
(1 pt)
26.
Fill in the blank: When simplifying (16÷2) Of 2 + 3×(8-5), the (16÷2) Of 2 part computes to
.
(1 pt)
27.
Fill in the blank: In (10+2) Of 2 - (18÷3), the intermediate value (10+2) Of 2 is
.
(1 pt)
28.
Fill in the blank: For 3×(14-4) Of 2 ÷2 +5, the segment (14-4) Of 2 results in
.
(1 pt)
29.
Fill in the blank: In 5×(7+3) Of 2 - 10, the operation (7+3) Of 2 computes to
.
(1 pt)
30.
Fill in the blank: In the expression 2+[(8-3) Of 2×4]-7, the result of (8-3) Of 2 is
.
(1 pt)