# The Art of Problem Solving: Strategies for Solving Difficult Maths Questions

Title: The Art of Problem Solving: Strategies for Solving Difficult Maths Questions

Subtitle: Unlock Your Maths Potential with These Problem Solving Techniques

Introduction:
Maths is a subject that can often be difficult and intimidating. Many students struggle with maths, especially when it comes to solving difficult problems. However, there are strategies and techniques that can be used to help make problem solving easier and more efficient. In this blog post, we will discuss the art of problem solving and provide strategies for solving difficult maths questions.

Body:
The first step in problem solving is to read the problem carefully and make sure you understand what is being asked. It is important to take the time to read the problem thoroughly and identify any key words or phrases that may help you solve the problem. Once you have read the problem, it is time to start thinking about possible solutions.

The next step is to break down the problem into smaller parts. This can help to make the problem easier to solve as it allows you to focus on one part at a time. It is also important to consider all possible solutions and not to limit yourself to one approach. This will help to ensure that you are considering all the options available to you.

It is also important to use a systematic approach when solving problems. This means that you should use a step-by-step approach to solving the problem. This will help to ensure that you are considering all the possible solutions and that you are not making any mistakes.

Examples:
To illustrate these strategies, let’s look at a simple maths problem:

Question: What is the area of a triangle with sides of length 5, 8 and 10?

Solution:
Step 1: Read the problem carefully and identify the key words (triangle, sides, length).
Step 2: Break down the problem into smaller parts. In this case, we need to calculate the area of a triangle.
Step 3: Use a systematic approach to solve the problem. We can use the formula for the area of a triangle (A = ½bh) where b is the base and h is the height.
Step 4: Calculate the base and height of the triangle. The base is 5 and the height is 8.
Step 5: Plug the numbers into the formula and calculate the area. The area of the triangle is 20.

FAQ Section:
Q: What are some other strategies for problem solving?
A: Other strategies for problem solving include drawing diagrams, making lists, and using trial and error.

Q: What if I’m still having trouble solving a problem?
A: If you are still having trouble solving a problem, it can be helpful to talk to a teacher or tutor who can provide guidance and advice.

Q: What if I don’t understand the problem?
A: If you don’t understand the problem, it can be helpful to talk to a teacher or tutor who can explain the problem in more detail.

Summary:
Problem solving is an important skill to master in maths. By following a systematic approach, breaking down the problem into smaller parts, and considering all possible solutions, problem solving can become easier and more efficient. Additionally, there are other strategies such as drawing diagrams, making lists and using trial and error that can be used to help solve problems. Finally, if you are still having trouble, it can be helpful to talk to a teacher or tutor who can provide guidance and advice.

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