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The login credentials have been sent to you on your register email id post enrollment of your course. Alternatively, you can retrieve your credentials by clicking on the Forgot Password link. Enter either your IMS PIN or the registered Email address for the recovery.
The students selected for International competitition are student 2, 8 and 14. We have to follow the same logic as in question 33 for the remaining students because the probability of winning is the National competititon is again very less. Between student 1 and student 10 it is better to select student 1 because his/her average is quite a lot better than student 10, while student.
For the mobile learning experience, an improved version of myIMS Mobile App has been made available on Google Play Store and Apple App Store. Guidelines for myIMS on the PC browser. Use only the latest version of Google Chrome, Mozilla Firefox, Microsoft Edge. The browser window width should be 1200 pixels or higher.
Access the IMS test video player for CAT 2024 preparation, featuring online tests and video solutions on a user-friendly platform.
of a nursery student. [B] and [E] are incorrect as the neural circuits are weak an incomplete during the early stages of learning. Thus it cannot be a pleasant or happy experience. [C] is incorrect as the behaviour does not become complex but rather the neural circuits become more complex while learning. Nothing is mentioned about which subjects create simpler neural networks or circuits. Thus [D] is beyond the scope of the passage.
The action here refers to the candidate applying for the XAT exam. Thus, it can be understood that the candidate has a belief in the XAT application process. Thus, [A] is the correct answer. [B], [C], [D] and [E] do not address the point raised by Peirce, of action following from belief. Hence, [A] is the correct answer.
Six playing cards are lying face down on a table, two of them are kings. Two cards are drawn at random. Let a denote the probability that at least one of the cards drawn is a king, and b denote the probability of not drawing a king. The ratio a/b is: A. > 0.25 and < 0.5 B. > 0.5 and < 0.75 C. > 0.75 and < 1.0.
