Mathematics is a completely blind subject. That means it doesn’t have a fixed concept. There is a particular formula for the solution to every problem. The only mental ability required to solve the mathematics problem is determining which formula applies to which question. Those who try to understand it too deeply often end up with big confusion. I mean, can anyone draw a diagram to show how the numeric value of tan 90° is equal to infinity. However, those who have a big interest in application-based learning and research-based study, especially in science, and also have creative thinking abilities are highly fond of studying mathematics. Well, studying mathematics is essential because its applications are found everywhere, including in understanding complex theories and principles.
For example, in physics, Newton’s Second Law of Motion can be difficult to understand conceptually if written only in words. However, when it is written as a mathematical formula, it becomes easy to understand. This applies to almost all principles in physics. Not just physics, but many principles in subjects like chemistry, economics, and biology also become more comprehensible when expressed in mathematical formulas.
Moreover, all measurement parameters in the world rely on mathematics. Examples are like the human body weight, hemoglobin levels, body temperature, the percentage of ingredients in processed food, the GDP of a country, and so on. All these parameters are measured using mathematics.
Mathematics also has a lot of practical applications in our real life. For example, if you need to join two separate 1-inch pipes, you require a socket that is also 1 inch in size. But if both the pipe and the socket have a 1-inch diameter, then how will they connect? This is where mathematics, specifically geometry, comes into play. We have studied the concepts of internal radius and external radius. So here, the external radius of the pipe is 1 inch, while the internal radius of the socket is 1 inch, allowing them to fit together seamlessly.
This is why learning mathematics is extremely important. Without it, we wouldn’t be able to prepare proper food, develop medicines for diseases, build infrastructure, or manufacture machines. The primary goal of mathematics is to generate a single formula for every problem, making it easier to solve. However, this is not a simple task. To formulate a problem, it is crucial to connect it to a specific pattern and either derive a new solution using an existing formula or create an entirely new formula if the pattern is unique.
This is only possible if one can identify hidden patterns, which requires extensive practice. And practice comes from continuously solving problems. That is why this website provides numerous practice questions for every mathematics topic, complete with detailed explanations of solutions. These practice questions help people become experts in mathematics and are also highly useful for competitive exams like IIT JEE, GATE, CAT, GMAT, etc.
So, find questions about your interests and practice as much as you want. GOOD LUCK!
CHECK THE LIST OF PRACTICE QUESTIONS
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