6 Common Mistakes While Preparing For Math Exam

Preparing for math exam is never an easy task. Most of the students having anxiety about math exam because for them math is a complex and difficult subject. Many students do poor on math exam that is because they do not understand the material and some times because of poor study habits also because of poor test preparation. Many online tutors for math are available, they help students with preparation of math exam.
 

There are 6 common mistakes which most of the students do:

1) Last Minute Study:

Last movement study is the main cause for many students anxiety. Avoid last minute study this is the main mistake most of the students use to do.

2) Study For Long Time:

Study for long time increase stress. If you study for long time it will increase physical and mental stress. Avoid long time study and take rest every 1 hour.

3) Understand The Material: 

This is the big mistake students do while preparing for math exam. Do not just go through the methods try to understand each and every step.

4) Practice The Problems:

Many students make simple mistakes during exam this is because lack of practice. Practice as many as problems you can. Just understanding will not get the success. Practice is the key for success. Practice each problem at least twice.

5) Not Taking Advantages Of Resources:

Most of the students do not utilize the extra resource like private tutors, extra classes, internet and so on. There are many extra resources are available for mathematics like online tutors for each subject for examples tutoring for statistics, tutoring for algebra, etc.

6) Incomplete Study Material:

This is the most common mistake which students do often. First, students should collect all the study material, then start preparing for the exam.

Importance Of Geometry In Daily Life

Think about the world without geometry. What would be the world without a wheel. Of course wheel is a geometrical 3-dimensional shape. Basically, we learn geometry to know about the shapes and their properties and we start learning it right from our school days. But, the way of learning geometry is changing. In this modern world, students are thought geometry with state of the art technologies that include computer software, geometry help virtual websites, digital animation classes etc. For example, kindergarten students play with different shape of objects. In real life, geometry has a lot of practical uses. Here, I am going to discuss how geometry is useful in over daily life.

1) Fundamental of physical mathematics depends on geometry like a car, a room, a pen all physical things are made with the help of geometry.

2) Learning geometry is a necessary step to understand how the world is constructed. Architectures and engineers use geometrical applications to build homes and other important projects. For example, to plan the layout of a kitchen and room again to determine whether these designs will fit or not architectures use geometrical applications.

3) Computer graphics and animation are fully based on geometry. High school students can make use of it. Sophisticated computer graphics and animations tools are available to offer not only for kindergarten but also offering high-end grades like 10^th grade geometry help and so on.

4) With the help of different geometrical object, it is easy to teach kindergarten students about shapes.

5) We all use fundamental terms of geometry in over daily life, such as size, coordinate, shape, relative position of objects and so on.

6) Geometry has many important uses in medical field such as in drugs designing, scanning, modeling and so on.

7) In entertainment also geometry has an important role such as 3-dimensional movies are made with the help of geometry applications.

8) The most significant use of geometry is in gaming. A baseball player has to understand about the rhombus before starting baseball.

In many other ways we make use of geometrical applications without knowing it. Can you drive a car with rectangular wheels? Can you build a cone shape building? These are not possible because of geometrical concepts. Again drawing a picture, making a sand castle, modeling clay all are the childhood activities, but you cannot do it without the help of geometry.

Importance Of Discrete Mathematics In Computer Science

Discrete mathematics is a branch of mathematics, which also is an important branch of computer science. Discrete mathematics study is all about the number of distinct areas. It is widely used in business and industry. The set of objects studied in distinct math can be finite or infinite, know more about discrete math help.




Why study discrete math? This is a common question for students of computer science. To be a master in computer science you need to learn many math principles. Many discrete mathematics applications are useful in the branch of computer science like computer algorithm, programming languages, software developments, linear programming, etc.

Real life applications of discrete mathematics in computer are computer design, online shopping, searching the web, counting to find many possibilities, etc. It is very significant for computer science students to build up their logical and mathematical thinking.

Application of discrete mathematics use in computer science:

1. Theoretical computer science:

Theoretical computer included set theory, graph theory, logic and so on. Basically it is the study of algorithms for computing mathematical results.

2. Information Theory:

Information theory is basically used in data transmission and storage methods. It also includes topic like analog signals, analog coding and mathematical logic.

3. Set Theory:

Countable sets are the main focus in discrete mathematics. Set theory is the main applications of discrete mathematics. Ask live algebra tutor to know more about set theory.

Conclusion:

Computer science students should study about discrete mathematics. Many students, especially motivated students find the discrete mathematics is very helpful and fun. It is also useful in our daily life, so you get many advantages from discrete mathematics.