Question 41

If n is an integer, how many values of n will give an integral value of $$\frac{(16n^2+ 7n+6)}{n}$$ ?

Solution

Expression can be reduced to 16n + 7 + $$\frac{6}{n}$$
Now to make above value an integer n can be 1,2,3,6,-1,-2,-3,-6
Hence answer will be D).

Share on Whatsapp Share on Whatsapp

Boost your CAT prep: Take All-India 3 free CAT mock tests with Video solutions

Video Solution

video

Click on the Email ☝️ to Watch the Video Solution

Create a FREE account and get:

All Quant CAT complete Formulas and shortcuts PDF
35+ CAT previous year papers with video solutions PDF
5000+ Topic-wise Previous year CAT Solved Questions for Free

CAT Quant Questions | CAT Quantitative Ability

CAT Time, Distance and Work Questions CAT Number Series Questions CAT Averages Questions CAT Arithmetic Questions CAT Remainders Questions

CAT DILR Questions | LRDI Questions For CAT

CAT Routes And Networks Questions CAT Scheduling Questions CAT Table with Missing values Questions CAT Special Charts Questions CAT Data Interpretation Questions

CAT Verbal Ability Questions | VARC Questions For CAT

CAT Para Summary Questions CAT Vocabulary Questions CAT Miscellaneous Questions CAT Critical Reasoning Questions CAT Odd One Out Questions

Also Read

CAT Mock Tests

CAT 2025 Course

Free CAT Preparation

CAT Questions

CAT Formulas PDF

CAT Study Material

CAT Score vs Percentile

CAT Percentile Predictor

CAT Sectional Tests

CAT Exam

CAT Prep Videos

CAT Registration

CAT Syllabus 2024

CAT Eligibility Criteria

CAT Admit Card

Follow us on

Boost your Prep!

Download App