The coordinates of the midpoint of the join of A(2, 1) and B(1, -3) are (x, y). Then, the value of 6x + y - 8 is

The answer will be 0. Get the midpoints((x1 + x2)/2, where x1 and x2 are the 2 extreme x co-ordinates. Same goes for y.) and put the values in the required equation.

Do you guys feel Cracku is setting up the bar too high in terms of difficulty in the DILR sectionals?

Looking at the trend of difficulty in past year CATs in LRDI section, I feel that is the right call to make LRDI as tough and novel as possible.(If you want, you can compare LRDI section of CAT 2018vs2019vs2020)

LRDI and VARC seem to be good in mocks while Quants questions are way longer than actual CAT

Hello, can you please share your strategy for quant when the section goes tough? I am able to score well in medium LOD but I think even the paper is tough, i am still trying to maximize my attempts and that too in hurry, so it costs me the accurcay also!Please share your advice about dealing with QA esp when the paper is lil tough?

Skipping questions. This is the most important thing everyone forgets. If it is tough it is tough for majority of the students. So try to score where you are strong. Skip questions where you are kind of weak and finish remaining. once you attempt all the easy questions then come back for the tough ones

A gift box consists of 10 rings the average weight of the first rings is 37 G and the average weight of the remaining 6 Rings is 38 G find the average weight of the total length in gram

(4×37)+(6×38)/10 (148+228)/10 376/10 37.60 grams is Average weight of 10 rings

Hi Cracku team, Could you please reduce the time for RC in Daily target as we will be accustomed to solve the RC in 15mins and we can't afford 15mins for a RC in actual test.

It makes no sense. If you want to do it in 12 mins then just do it in 12 mins!(the timer is visible to the student) Why stop other students who struggle with RC and want to take more time per RC but get all correct? Moreover there is not fixed rule that every RC needs to be solved in 8-12 min time. If you can achieve 100% accuracy with 15 mins that is preferred over 50% accuracy in 8 mins.