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Painted Cubes Numbering Set
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Painted Cubes Numbering Set

Nilanjan Dutta
Hi, This is Nilanjan Dutta. I am a CAT 100 Percentiler with 100 in DI-LR & 99.9 in Quants. Besides my Full-Time Career in Consulting, am als

U
Unacademy user
Article 72 in The Constitution Of India 1949 72. Power of President to grant pardons, etc, and to suspend, remit or commute sentences in certain cases
very good..
Hi Nilanjan, Can you please provide me the number of whatsapp group? I would like to join. I am not in FB so cant really follow the page there. Thanks, Manisit
Nilanjan Dutta
8 months ago
https://chat.whatsapp.com/Gl5aMa2mHho2e7AYA3ipFm
Nilanjan Dutta
8 months ago
Do share the WhatsApp Group link in all CAT Prep Foroms and Groups :)
  1. SIMCAT 2 - 2018 (Painted Cubes Numbering Set) By Nilanjan Dutta CAT 100%-iler


  2. Brief Introduction About Myself BESU Shibpur, 2012 pass-out (CS) Final Year (2011- 12 season) appeared for CATIXAT/IIFT CAT-99.43, XAT 99.35, IIFT-99.59 Converts - XLRI, IIM-Indore, IFT XLRI 2014 pass-out Working as a Business Consultant with an IT firm in Kolkata QA-DI-LR & GD-PI Mentor 2nd attempt at CAT-100%-ile in CAT 2016 National Level Debater, Lead Actor, Sports Enthusiast CAT 2016 100%-iler


  3. SIMCAT 2 - 2018 (Painted Cubes Numbering Set) By Nilanjan Dutta CAT 100%-iler


  4. Quantitative Aptitude with Mocks Analysis & Smart Approaches Quants Live Classes on Unacademy Plus *Unacademy Plus Live Classes for Quants by Nianjan Dutta CAT 100%-ler Nilanjan Dutta 10Ok followers Batch starts on 9h of July (Tentative 0:58/15:11 ca YouTube In this course, Nilanjan, (CAT 100 Percentiler), will comprehensively cover entire Quants (QA) Course and elaborately explain topics, which will be helpful for aspirants to crack Quants. Topics will be covered right from Basics, for people weak in Maths, to a few Challenger Quants problems. Special emphasis shall be given to Options based solving and Smart Guessing techniques in Quants, and doing Analysis and discussion of Mocks. This course will be conducted in English and the notes will also be provided in English. 9th July to 24th September 2018 34 hours of live classes Private Discussion Forums Doubt clearing sessions and Live quizzes Course Link Includes 18% GST Apply for this Plus Course https://unacademy.com/plus/course/quantitative-aptitude-with- mocks-analysis-smart-approaches/KGROAFRO O Last date to apply is 9th July About this course Live Sessions The course consists of 34 sessions of 1 hour duration each. Session recording will be provided


  5. Why my Quants Course on Unacademy Plus 34 Concept + Practice Classes covering entire Quants *Get Mentored personally by a CAT 100 Percentiler *Start right from Basics up to Challenger Questions Special Emphasis on multiple Concepts based Quants *Target 100 Percentile in Quants Section strategy *Choosing Quants questions wisely and spotting Sitters Options based solving and Smart Guessing Quants - A position of Strength


  6. Caselet DiSscussion IMS SIMCAT-2 2018 Rajesh has a cube having length of each side equal to 5 cm. Out ofthe three pairs of opposite faces, one is painted Red, other is painted Blue while the third is painted Green Rajesh placed the cube such that one green face of the cube was touching the ground and one red face of the cube was directly in front of him. He further cut the cube into 125 small identical cubes having each side equal to 1 cm. He then assigned numbers to the 125 small cubes as follows The cubes in the front-mostrow of the bottommost layer were assigned numbers 1 to 5 from left to right. The cubes in the row just behind the front-most row of the bottommost layer were assigned numbers 6 to 10 from left to right. The cubes in the middle row of the bottommost layer were assigned numbers 11 to 15 from left to right. The numbering was continued this way and the rightmost cube in the last row of the bottommost laver was assigned number 25 Assignment of the numbers was continued for the second layer from the bottom on similar lines. The leftmost cube in the front-most row of the second layer from the bottom was assigned 26, the rightmost cube in the front-mostrow of the second layer from the bottom was assigned 30 while the rightmost cube in the last row of the second layer from the bottom was assigned 50 The numbering was continued n similar lines forthe remaining layers of the cubes. The leftm st cube in the front-mostrow of the topmost layer of the cubes was assigned 101 while the rightmost cube in the last row of the topmost layer was assigned 125


  7. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have been painted using three different colours?


  8. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have been painted using two different colours?


  9. aselet iSscussion What is the sum of the numbers assigned to the cubes that have green colour on at least one of their faces? 625 1250 2500 3150


  10. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have none of their faces painted? 1026 1701 2376 None of these


  11. Cubes based DI A cube with an edge of 5 cm, is painted all over. Smaller cubes are cut out from it with an edge of 1 cm each. Number of smaller cubes obtained (55/11)3 125 cubes No face painted (5 327 cubes Exactly one face painted 6x( -2) 54 cubes Exactly three faces painted 8 corner cubes Exactly two faces painted 125 - 27 54-8 36 cubes


  12. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have been painted using three different colours? 8 such corner cubes 1 5 +21 25 101 105 121 125


  13. aselet iSscussion What is the sum of the numbers assigned to the cubes that have been painted using three different colours? 504


  14. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have been painted using two different colours?


  15. Cubes based DI A cube with an edge of 5 cm, is painted all over. Smaller cubes are cut out from it with an edge of 1 cm each. Number of smaller cubes obtained (55/11)3 125 cubes No face painted (5 327 cubes Exactly one face painted 6x( -2) 54 cubes Exactly three faces painted 8 corner cubes Exactly two faces painted 125 - 27 54-8 36 cubes


  16. aselet iSscussion What is the sum of the numbers assigned to the cubes that have green colour on at least one of their faces? 625 1250 2500 3150


  17. Cubes based DI A cube with an edge of 5 cm, is painted all over. Smaller cubes are cut out from it with an edge of 1 cm each. Number of smaller cubes obtained (55/11)3 125 cubes No face painted (5 327 cubes Exactly one face painted 6x( -2) 54 cubes Exactly three faces painted 8 corner cubes Exactly two faces painted 125 - 27 54-8 36 cubes


  18. Caselet iSscussion What is the sum of the numbers assigned to the cubes that have none of their faces painted? 1026 1701 2376 None of these 27x63 1701


  19. Thank You!!!! Happy Learning:)