Maths is quite an abstract subject, and it can be rather intimidating at times. However, you can learn mathematics easily and effortlessly if you practice enough. To guide you in this endeavour, we have provided detailed solutions on many important concepts. The solutions are elaborated with simple, yet detailed explanations. Relevant formulas are listed out wherever required. Tips and shortcuts are provided to save precious time and effort.

Content is presented in a format which can be comprehended with ease. This means students will understand concepts without much hassle. From an exam perspective, a wide range of questions is covered from a plethora of subjects concepts from Trigonometry and Statistics to Calculus and Integrals.

Just like any other subject, mathematics can be better understood through exhaustive practice. Consider this analogy: a skill such as dancing or painting can only be perfected with enough practice. Similarly, the only way to get better at math is to keep practising. Moreover, we have a database of questions extracted from school textbooks and competitive exams. These will help the students to practice and perfect concepts in mathematics.

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Given √3+1/√3-1 We need to rationalize the givenequation To rationalize we will multiply and divide the denominator by √3+1...
Given:A train travels at a speed of 60km/h for 0.52h, of 30km/h for the next 0.24h, and then at 70km/h for the next 0.71h. We need to find the...
A triangular number Tn is a figurate number that can be represented in the form of an equilateral triangular grid of elements such that every...
Let’s assume the digit at unit’s place as x and ten’s place as y. Thus from the question, the number needed to be found is 10y...
We know that, for an A.P series an = a+(n−1)d a17 = a+(17−1)d a17 = a +16d In the same way, a10 = a+9d As it is given in the...
The median of a set of data is the middlemost number in the set. The median is also referred to as the number that is halfway into the set....
Given:√5 We need to prove that√5 is irrational Proof: Let us assume that √5 is a rational number. Sp it t can be expressed...
Given two triangles. ΔABC and ΔPQR in which AB, BC and median AD of ΔABC are proportional to sides PQ, QR and median PM of...
Given :( x + 1 /x ) = 5 We need to find X2+ 1 / x2 ( x + 1 / x )2 = 25 = x2 + 1 / x2 + 2 (x)(1)(1/x) =25 = x2 + 1/x2 + 2 = 25 = X2 + 1 / x2...
Let the number be x One fifth = 1/5 According to the given condition 1/5x=9 x/5=9 x=9 X 5 x=45 The Number is 45...