9 Cheenta students ranked with top 100 in India and qualified for ISI and CMI Entrance. How did they achieve this? More importantly how Cheenta can help them next?
9 Cheenta students ranked with top 100 in India and qualified for ISI and CMI Entrance. How did they achieve this? More importantly how Cheenta can help them next?
About KVPY 2021 The Kishore Vaigyanik Protsahan Yojana 2021 is a National Program of Fellowship on Basic Sciences, conducted and funded by the Department of Science and Technology, Government of India. This fellowship aims to assist the students in realizing their potential at the national level and to make sure that the best scientific talent […]
Bernoulli Random Variable Story A trial is performed with probability $p$ of "success", and $X$ counts the number of successes: 1 means success (one success), 0 means failure (zero success). Definition $$X= \begin{cases}1 & \text {with probability } p \\ 0 & \text {with probability } 1-p \end{cases}$$ Example (Indicator Random Variable): Indicator Random Variable […]
Problem 1: The domain of definition of $f(x)=-\log \left(x^{2}-2 x-3\right)$ is (a) $(0, \infty)$(b) $(-\infty,-1)$(c) $(-\infty,-1) \cup(3, \infty)$(d) $(-\infty,-3) \cup(1, \infty)$ Problem 2: $A B C$ is a right-angled triangle with the right angle at B. If $A B=7$ and $B C=24$, then the length of the perpendicular from $B$ to $A C$ is (a) […]
Let's discuss a problem from CMI Entrance Exam 2019 Problem that helps us to learn how to solve complex inequality problems using Geometry. The Problem: Count the number of roots $w$ of the equation $z^{2019} − 1 = 0$ over complex numbers that satisfy $|w + 1| ≥ 2 + √2$. The Solution: Some useful […]
Dive into the discussion of the solution to Problem 24 from the 2023 AMC (Australian Mathematics Competition), upper primary category.
Let's discuss a problem from the AMC 2021 Intermediate: Problem 26 which revolves around basic algebra and combinatorics. Problem In Australian Rules football, a team scores six points for a 'goal' and one point for a 'behind'. During a game, Vladislav likes to record his team's score with a sequence of sixes and ones. There […]
Access Australian Mathematics Competition past year paper of 2019 year 11 - 12 Senior to sharpen your problem-solving skills.
Access Australian Mathematics Competition past year paper of 2020 year 11 - 12 Senior to sharpen your problem-solving skills.
Access Australian Mathematics Competition past year paper of 2023 year 11 - 12 Senior to sharpen your problem-solving skills.
Access Australian Mathematics Competition past year paper of 2021 year 11 - 12 Senior to sharpen your problem-solving skills.
Dive into the discussion of the solution to Problem 27 from the year 2021 Australian Mathematics Competition, Intermediate category.
Dive into the discussion of the solution to the Australian Mathematics Competition(AMC), Upper Primary Problem 16 from the year 2022.
Dive into the discussion of the solution to the Australian Mathematics Competition(AMC), Upper Primary Problem 17 from the year 2023.
Dive into the discussion of the solution to Problem 29 from the year 2023 Australian Mathematics Competition, Junior category.