In the previous post, we took up 6 of the 8 sets from the DI-LR section CAT 2017 Slot 2 and took a call on which ones solve and also looked at the best way of solving the same. In this post, we will look at the remaining two sets and also what is making the DI-LR sections on recent CATs unique.
Just like I keep getting queries on how to increase RC accuracy, despite the Masterclasses and the Last Mile To CAT sessions, I keep getting queries around the DI-LR section as well. In this series of series of posts I’ll dive really deep down into actual CAT DI-LR sets and see if I can come up with some kernel of truth beyond just the solving of the set that can help aspirants approach the solving of the sets better.
DI-LR, as we know, has been the nemesis of many a CAT aspirant over the past few years, and every serious aspirant asks me that — how do I improve my DI-LR skills. Over the last two years, I thought that it is primarily about two things — set selection and comfort with mathematical reasoning (many sets over the last few years have been based on Arithmetic and Modern Math concepts). But even so, I knew that to select the right sets and then solve 4 sets, one needs to solve the two easiest sets quite fast, and this pace would come from the regular practice of DI-LR sets (irrespective of difficulty level) and Sudoku. Even then I still felt that a lot was left to the “natural” capability of the student. There was nothing concrete I could communicate (apart from a 5-minute average for Medium Sudoku sets) like say a particular reading speed or a particular set of concepts.
In the previous post, we took up 6 of the 8 sets from the DI-LR section CAT 2017 Slot 2 and took a call on which ones solve and also looked at the best way of solving the same. In this post, we will look at the remaining two sets and also what is making the DI-LR sections on recent CATs unique.
Just like I keep getting queries on how to increase RC accuracy, despite the Masterclasses and the Last Mile To CAT sessions, I keep getting queries around the DI-LR section as well. In this series of series of posts I’ll dive really deep down into actual CAT DI-LR sets and see if I can come up with some kernel of truth beyond just the solving of the set that can help aspirants approach the solving of the sets better.
DI-LR, as we know, has been the nemesis of many a CAT aspirant over the past few years, and every serious aspirant asks me that — how do I improve my DI-LR skills. Over the last two years, I thought that it is primarily about two things — set selection and comfort with mathematical reasoning (many sets over the last few years have been based on Arithmetic and Modern Math concepts). But even so, I knew that to select the right sets and then solve 4 sets, one needs to solve the two easiest sets quite fast, and this pace would come from the regular practice of DI-LR sets (irrespective of difficulty level) and Sudoku. Even then I still felt that a lot was left to the “natural” capability of the student. There was nothing concrete I could communicate (apart from a 5-minute average for Medium Sudoku sets) like say a particular reading speed or a particular set of concepts.
In the previous post, we took up 6 of the 8 sets from the DI-LR section CAT 2017 Slot 2 and took a call on which ones solve and also looked at the best way of solving the same. In this post, we will look at the remaining two sets and also what is making the DI-LR sections on recent CATs unique.
Just like I keep getting queries on how to increase RC accuracy, despite the Masterclasses and the Last Mile To CAT sessions, I keep getting queries around the DI-LR section as well. In this series of series of posts I’ll dive really deep down into actual CAT DI-LR sets and see if I can come up with some kernel of truth beyond just the solving of the set that can help aspirants approach the solving of the sets better.
In the previous post, we covered the Dos and Don’ts of representing or structuring data and how to prioritise conditions. In this post, we will take a look at the type of reasoning sets that pose major challenges to the average test-taker.
