The population of human beings or other animals at different times form a sequence. The amount of money deposited in a bank in a given period, form a sequence. The number of even numbers between 1 and 100 forms a sequence. And like this, sequences find use in various spheres of mathematics, science, economics, demography, …
Straight lines are the basic building blocks of geometry and here we will be conjoining the mathematics of geometry with the mathematics of graphs to produce an all-new concept of 2-dimensional coordinate geometry. In this chapter, we will be learning the methods of finding the distance between 2 coordinates, slope of a line, reference angles, …
You have 3 balls, of which 1 is red, 1 is blue and 1 is green. You need to arrange the three balls in all the possible colour combinations there are. Easy right!? Now, what if there were 50 such balls? Can you tell me how many combinations of arrangements are possible in that case? …
Have you ever been to an amusement park? If you have, you must have often seen that every ride has a height limit indicated by a less than or a greater than height value. This is nothing but inequality. Inequalities are not only used in mathematics but also in science, statistics, optimisation problems, economics, psychology, …
Mathematical Induction is a key aspect of mathematics and other scientific areas, where collecting and analysing data is the norm. It helps us formulate equations and generalize them for all calculations of the same or similar equations and numbers. In this chapter, we will be introduced to the basics of Induction and its principles.
Today, trigonometry finds an application in seismology, designing electric circuits, describing the state of an atom, predicting the heights of tides in the ocean, analysing a musical tone, and in many other areas. In earlier classes, we have studied the basics of trigonometry, that is ratios of acute angles as the ratio of the sides …
Much of mathematics is about finding a pattern – a recognisable link between quantities that change. In our daily lives, we often come across patterns that characterise relations such as mother and daughter, brother and sister, father and son, teacher and student, and so on. In mathematics as well, there are relations between numbers that …
Calculus can be referred to as the mathematics of change. In this learning playlist, you are going to understand the basic concepts of calculus, so you can develop the skill of predicting the change. These videos will help you understand Limits, Differentiation, and Integration- the important ideas around which calculus is built. In calculus, we …
A map is a miniature representation of a larger area. We use maps because we know that the actual geographical area won’t fit in. This means you reduce the size in such a way, that the proportions of the image are not disturbed. No wonder proportions play a key role in our day-to-day life. Therefore, …
You must be thinking, why do we need to study the concept of Unitary Method? That is because it finds its application everwhere ranging from problems related to speed, distance to calculation of cost of materials. So what are you waiting for? Dive in to our course and know more!
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