All Questions

Indian Institute of Technology Bombay

Follow
Showing 31 - 40 out of 1271 Questions
37 Views

Sir, I got 99.804 percentile in JEE Main 2024. Which NIT I can get , kindly guide. kindly also provide me your guidance and tips to clear JEE Advance with good rank so that I can get IIT Mumbai or IIT Delhi.

Satvik 9th Oct, 2024

Hi

hope you doing well

First of all, Congratulations on your impressive score in JEE Main! With a 99.804 percentile, you have a good chance of securing a seat in several National Institutes of Technology (NITs). The specific NIT you can get into will depend on various factors, including your

121 Views

i got 61 percentile in jee mains 2024. can i get iit Bombay,im from sc category?

Sajal Trivedi 14th Feb, 2024

Hello aspirant,

IIT Bombay is a very prestigious college of country and getting admission in it is one of the most toughest job. The cutoff of IIT Bombay is very high and with 61 percentile, you can not get this college even if you are from SC category. I suggest

2 Views

Sir i passed 12th (2023) in pcb in up board but i want do b tech in iit bombay through jee advanced can i do direct 12th in pcm in(2024)and can i eligible for iit jee

Akansha Sharma 2nd Jun, 2025

If you passed 12th in PCB (Physics, Chemistry, Biology) in 2023, you need to study PCM (Physics, Chemistry, Math) to be eligible for BTech in IIT Bombay through JEE Advanced. You can join 12th again with PCM subjects in 2024 and appear for JEE Main and Advanced after passing. This

25 Views

Question : A solid cuboid is melted to form several cubes. If the length, breadth and height of a cuboid are 20 cm, 16 cm and 8 cm and the edge of each cube is 4 cm, then the number of cubes is:

Option 1: 50

Option 2: 44

Option 3: 40

Option 4: 48

Team Careers360 24th Jan, 2024

Correct Answer: 40


Solution : Dimensions of cuboid are 20, 16 and 8 cm.
The length of the side of the cube = 4
Volume of cuboid = $l\times b\times h$
Volume of cube = $a^3$
Number of cubes = $\frac{\text{Volume of cuboid}}{\text{Volume of cube}}$
= $\frac{20\times 16\times 8}{4\times4\times4}$
=

The question have been saved in answer later, you can access it from your profile anytime. Access now