CAT/XAT Quantitative Aptitude Preparation with Shubham Prasad

How many zeroes at the end of (7^6)! if it is written in base 7? Please provide a detailed solution

TIA

can somebody explain this ans..please

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Ok, this stems a bit from the basics...

How do you find the value of 1.66/1.33 ? 

One method is to convert it into fractions

(10/6) / (4/3) = (10/6) X (3/4) = 1.25

Is there a faster method ?

Like for DI, we would have calculations like 28.33/33.33

Any direct method to solve without using the fraction method ?

Yogesh found a decimal number which when represented in bases 2,3,4,5 ends in 1,2,3,4 respectively. 1) what is least positive integer satisfying this property? 2) how many such 3-digit decimal numbers are possible?

In how many ways 5 numbers can be selected from first 100 natural nos such that first 3 are in increasing order, and last 3 in decreasing order?

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Find the range of x for the inequality:

| x^2 + x | - 5 < 0

a) x<0

b) x>0

c) All values of x

d) None of these

I need the concept explained along with the method. Please don't post only the answer.

Q. 53^49 - 27^27 is certainly divisible by

a.7 b.9 c. 10 d. 11

Learn the Remainder Concept in detail.

https://youtu.be/HEPID2a2XTo

 

Visit Solve With Shubham https://goo.gl/jDuX5F to prepare for Quantitative Aptitude for CAT

2018.

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Please help me with this question!!

 Learn PATTERN Method to find Remainders! SUBSCRIBE Channnel https://goo.gl/jDuX5F and prepare well for Quants section for your exams! 

https://youtu.be/KGKM_Olj9iY


When cp is different when A works alone, and A and B work together, will we take same profit or different in each case, pls explain.

 

Q. What is the remainder when (1!)^2+ (2!)^2+ (3!)^2+ (4!)^2+.........+ (121!)^2 is divided by 1152?

Practice Remainders Questions with Shubham.

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https://youtu.be/Po6UAP8GFsE

https://youtu.be/iguKz69V3p4

 

Find remainder when [(38)^16! ]^17777 is divided by 17?

a.1 b.16 c.8 d.13 e. None of these

Learn Euler's Theorem and Fermat's Theorem to find Remainders!

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Q. What is the remainder when 21! is divided by 361?

1. 1 2. 323 3. 21 4. None of these

Learn Unique Method "Wilson's Theorem" to find Remainders of FACTORIALS.

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Here goes a class on PRACTICE Questions-Remainders!

Do solve them and revise your concepts.

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https://youtu.be/FMrbubupexI

 

CHINESE REMAINDER THEOREM!

https://youtu.be/OcPqqkyDjjQ

Learn this important method of finding remainders with Shubham.

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Q. Find the highest power of 30 in 60!.

https://youtu.be/vorIkFjTIG8

Learn the interesting method on my YouTube channel Solve With Shubham. Click on the link below and learn the method.

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