Order of Operations exam-style questions worksheet by Corbettmaths.

The image you provided is the header of a worksheet titled "Order of Operations" from Corbettmaths, which is a resource for mathematics practice. The worksheet appears to be designed for exam-style questions, and it includes guidance on how to approach the problems.

Key Points from the Image:

1. Title: "Order of Operations"
- This indicates that the worksheet focuses on solving mathematical expressions using the correct order of operations (BIDMAS/BODMAS: Brackets, Indices/Orders, Division and Multiplication, Addition and Subtraction).

2. Tools Required:
- Pencil, pen, ruler, protractor, pair of compasses, and eraser.
- Tracing paper may be used if needed.

3. Guidance:
- Read each question carefully before beginning.
- Don’t spend too long on one question.
- Attempt every question.
- Check your answers seem right.
- Always show your workings.

Explanation of the Solution Approach:

Since the worksheet is about Order of Operations, let’s outline how to solve such problems step by step:

#### Step-by-Step Guide for Solving Order of Operations Problems:
1. Identify the Expression:
- Look at the given mathematical expression. For example: \( 3 + 4 \times 2 \).

2. Apply BIDMAS/BODMAS:
- Brackets: Solve anything inside brackets first.
- Indices/Orders: Solve any exponents or roots next.
- Division and Multiplication: Perform these operations from left to right.
- Addition and Subtraction: Perform these operations from left to right.

3. Work Through the Expression:
- Start with the highest priority operation (brackets or indices) and move down the list.
- Ensure you follow the left-to-right rule for division/multiplication and addition/subtraction.

#### Example Problem:
Let’s solve an example problem to illustrate the process:

Problem: Evaluate \( 6 + 3 \times (5 - 2)^2 \).

Solution:
1. Brackets: Solve the expression inside the brackets first.
\[
5 - 2 = 3
\]
So the expression becomes:
\[
6 + 3 \times 3^2
\]

2. Indices/Orders: Solve the exponent next.
\[
3^2 = 9
\]
So the expression becomes:
\[
6 + 3 \times 9
\]

3. Division and Multiplication: Perform the multiplication.
\[
3 \times 9 = 27
\]
So the expression becomes:
\[
6 + 27
\]

4. Addition and Subtraction: Perform the addition.
\[
6 + 27 = 33
\]

Final Answer: \( 33 \)

General Tips:

- Always show your steps clearly to avoid mistakes.
- Double-check your calculations, especially when dealing with multiple operations.
- Use parentheses to group parts of the expression if it helps clarify the order.

Conclusion:

The worksheet is designed to test your understanding of the Order of Operations. By following the BIDMAS/BODMAS rules and showing all your work, you can solve these problems accurately. If you have specific questions or need help with particular problems, feel free to provide them, and I can guide you through the solutions!

If you have more details or specific questions from the worksheet, please share them, and I’ll be happy to assist further!

Final Answer: \(\boxed{\text{Follow BIDMAS/BODMAS rules to solve order of operations problems.}}\)