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03 Apr

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To become confident in the domain of algebra, it is important that the students work on the development of their capacity pertaining to thinking and problem-solving. It is important to have an understanding of logic, inductive as well as deductive reasoning skills. If this is done, the student will find the solution of several vital equations as well as understanding functions quite easier.

**Confidence in algebra can be gained through following the tips below:**

Once any topic is taught, it is important that it is reviewed by the student at his level to know the extent of his understanding. Here, it is important that in a case of any confusion the student should clear it at the same instance so that the further work becomes easier and can be done with confidence.

Preparations have a lot to offer. If a student is prepared with the basics, they would know the various aspects that the teacher is talking about when in the classroom, thus would build up the confidence.

The focus is vital in studying and understanding algebra. It's important to think only algebra while in the class or doing self-study. Also, when being taught, it is advisable that the student asks questions to clear the doubts before next step is taken, else it would become too complex later on. Clarity at each step would help the student in gaining confidence.

It's believed since time immaterial that practice makes a man perfect and it is equally applicable to algebra. It is important to practice new sets and not cram the questions. This way, when the students are able to solve the new sets, they gain the confidence of being able to try and solve the problems.

While there is a high possibility that we give ourselves some liberty of looking at the solution once and then solving the question, it is advised that we should never do such thing. It is better to make mistake and then check what step was wrong. If done this way, the mistake would never be repeated by the student and thus add to the confidence of students.

When the papers are received after being marked, it is important to go through the solutions and understand the domains of improvement. You should also try to solve the paper again to make sure that now you know the weak areas as well as the solution to it.

Confidence is bound to come if you are aware of what you are doing and hence it is important that algebraic formulae are understood well and the implementation is well practiced incessantly.

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