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*This is a thread dedicated entirely to the problems faced by CAT Aspirants solving Nishit Sinha's Quant and LA/DI Book.* This thread will help CAt aspirants to understand the Basic concepts thoroughly for those who are using the book and wil...

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is anybody solving nishit sinha for cat 14,i had afew doubts in geo advanced

lets solve it together

@ajaygpt28
30

anybody have nishit sinha quant LR and DI pdf kindley send it at ajaygpt28@gmail.com ........

thanks in advance

- add me as well.. puri.ritish@gmail.com. 06 Sep '14.

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Are the answers given in advanced sec of book right ??

- hey if you have this book or any other by this writer in .... 05 Sep '14.
- srry @ajaygpt28 I don't have pdf file. 06 Sep '14.

hey if you have this book or any other by this writer in pdf format,could you please send it to me @ ajaygpt28@gmail.com

thanks in advance

A retailer keeps Reebok shoes, which are listed at a mark up of 10% above their factory price. However on Monday he realized the shortage of demand and hence decreased the list price by 10%. On the very next day, that is, Tuesday he realized that he is making a loss so he increased yhe list price by 10% again. He continues this trend indefinitely. On which day will he suffer a loss of more than 10% per shoe for the first time?

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Three hundred workers are set to build a dam.In 21 weeks they have done 60% of work, but subsequent rains lasting 4 weeks washed away 25% of what they had done. The job is resumed by 200 workers. What is the additional time it will take to complete the work?

plz add detailed solution.

8 Comments

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Percentages-Foundation sum 6.

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TSD NISHIT SINHA FOUNDATION - 14

- 6 Comments
- yes hw ??. 19 Feb '14.
- a?. 19 Feb '14.

TSD NISHIT SINHA FOUNDATION - 12

4pm

4.30 pm

3 pm

2.30 pm ?

- 6 Comments
- yes. how ? i m getting 2 pm .... 18 Feb '14.
- 4 ?. 18 Feb '14.

The sum of the lengths of the hypotenuse and one of the perpendicular sides of a right angled triangle is L. When the area of this triangle is maximum, the angle between the two sides is

Please provide the approach as well

1) 45 degrees

2) 22.5 degrees

3) 60 degrees

4) None of these Skip

â€”

let the three sides of the triangle be P,B and H.

p^2+B^2=H^2........eq1

A/Q P+H=L

so, H=L-P

substitute H in eq1

p=(L^2-B^2)/2L

area= 1/2*B*P

for Area to be max derivative will be 0.

which gives L^2=3*(B^2)

so, B = L/sqrt(3)

p=L/3

sin X=1/2

X=30 deg

hence ANS 4 None of these

The sum of the lengths of the hypotenuse and one of the perpendicular sides of a right angled triangle is L. When the area of this triangle is maximum, the angle between the two sides is

Please provide the approach as well

3 Comments

Dheet! By nature

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Two Rabbits A and B are running a race in which they have to go upto 50 m mark and then come back to starting point. A runs in a sequence of 3 steps in which distance traveled in first jump is twice that of other two and B runs in a sequence of 3 jumps where first jump is 1.5 time the distance travelled in second jump and distance traveled in 2nd jump is twice the distance traveled in 3rd jump. Distance traveled by A in 2 jumps and by B in 3 jumps is equal to 6m. Who will win the race.

Please explain the approach!

- 5 Comments
- @Oteri No options are there, i just have a list of few qu.... 02 Sep '13.
- Is it B?. 02 Sep '13.

@Oteri No options are there, i just have a list of few questions from Nishit Sinha...no options are given for this question.

What is the remainder when (1^1+2^2+3^3+4^4+.....+100^100) is divided by 4? Please share the approach...

a) 0

b) 1

c) 2

d) 3

- 6 Comments
- @kingleon Please explain the approch dude....!!. 02 Sep '13.
- 0. 31 Aug '13.

the average speed of a train in the onward journey is 25% more than that in the return journey. The train halts for one hour on reaching the destination. The total time taken for the complete to and fro journey is 17 hours, covering a distance of 800km.speed of the train in onward journey is:

A 45kmph

B 47.5kmph

C 52kmph

D 56.25kmph

45kmph

Hi,

Could anyone share some insight on the approach to solve this problem

Q> Which of the following is smallest?

a) 5^(1/2) b)6^(1/3) c)8^(1/4) d)12^(1/5)

Q> Which of the following is smallest?

a) 5^(1/2) b)6^(1/3) c)8^(1/4) d)12^(1/5)

- 12^1/5. 04 Mar '14.
- LCM(2,3,4,5)= 60 5^(1/2)= (5^30)^(1/60) 6^(1/3)= (.... 28 Aug '13.

LCM(2,3,4,5)= 60

5^(1/2)= (5^30)^(1/60)

6^(1/3)= (6^20)^(1/60)

8^(1/4)= (8^15)^(1/60)

12^(1/5)=(12^12)^(1/60)

Now since the power over all the numbers is (1/60), the ans will be smallest of all the numbers, i.e (12^12) in this case.

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