What are the tricks in solving words problem?

http://takelessons.com/blog/algebra-word-problems

read it carefully.

write down what you know
look for key words

less than - subtract
more than - add
twice as much - two times
half as much 1/2

Look for the same as or equal to
"="

When it comes to solving word problems, there are no specific tricks that work universally for all types of problems. However, there are several strategies and techniques you can use to simplify the problem-solving process. Here are some approaches to consider:

1. Read the problem carefully: Before attempting to solve a word problem, it's crucial to understand the information given. Pay attention to the specific question being asked and identify the key variables or quantities involved.

2. Define variables: Assign variables to any unknown quantities in the problem. This will help you set up equations or expressions to represent the relationships between the variables.

3. Identify known and unknown information: Differentiate between the given information in the problem (knowns) and what you need to find (unknowns). This will help you determine the specific equation or concept required to solve the problem.

4. Translate into mathematical expressions: Use your understanding of the problem to translate the given information and relationships into mathematical expressions or equations. This step often involves the use of formulas, ratios, proportions, or algebraic equations.

5. Solve step-by-step: Start manipulating the equations or expressions to solve for the unknowns. Break down the problem into smaller parts or steps to make the solution more manageable.

6. Check your answer: Once you have solved the problem, double-check your solution to ensure it is reasonable and satisfies the conditions specified in the original problem.

7. Practice regularly: Solving word problems requires practice to build your skill and confidence. Regularly expose yourself to various types of word problems to become familiar with different problem-solving techniques.

Remember, word problems can vary in complexity, subject matter, and format. Developing critical thinking skills, understanding mathematical concepts, and practicing problem-solving techniques are essential steps to becoming proficient at solving word problems.