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CAT 2007: Quantitative Questions a Day 51 to 100 - The Discussions

  • Discussion in CAT
  • Created by @Aarav on 06 Jun '07
Udit_Mohan
@Udit_Mohan 6
Posted 13 Jun '08
hi , it's udit .... pls help me in soving these.... *** when x + y + z = 6, x^2 + y^2 + z^2 = 8, x^3 + y^3 + z^3 = 5 then x^4 + y^4 + z^4 = ?? 0/1/9/ can not be det *** how many natural numbers less than 100 can be expressed as a difference of two perfect squares in only one way ?? 25...
hi , it's udit ....
pls help me in soving these....

*** when x + y + z = 6, x^2 + y^2 + z^2 = 8, x^3 + y^3 + z^3 = 5 then x^4 + y^4 + z^4 = ?? 0/1/9/ can not be det

*** how many natural numbers less than 100 can be expressed as a difference of two perfect squares in only one way ?? 25/28/35/38

*** when x^13 + x +90 is divided by x^2 x +n , remainder obtained is zero how many integral values of n is / are possible ?? 0/1/2/ infinite

cheers!!!!
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sandeep.yadav
@sandeep.yadav 2
Posted 18 Oct '07
Hi, Please register me on this thread . Cheers
Hi,
Please register me on this thread .
Cheers
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mandar_mdd
Mandar Dehadrai @mandar_mdd 305
Posted 07 Sep '07
> Can anyone send me the link to get all the question and solution thanx in advance For solutions of QQAD problems 51-100, refer post# 1961, pg 197 on this same thread. Posted by Deepan_Kapadia..
Can anyone send me the link to get all the question and solution


thanx in advance


For solutions of QQAD problems 51-100, refer post# 1961, pg 197 on this same thread. Posted by Deepan_Kapadia..
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longlast
@longlast 16
Posted 07 Sep '07
Can anyone send me the link to get all the question and solution thanx in advance
Can anyone send me the link to get all the question and solution


thanx in advance
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Aarav
@Aarav 9.3 k
Posted 04 Sep '07
> Hello, I am not getting this post on my e-mail properly. Could owner of this can help me?? Please explain in detail as to what the issue is.
Hello,

I am not getting this post on my e-mail properly. Could owner of this can help me??


Please explain in detail as to what the issue is.
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aravindva
Aravind Vankamamidi @aravindva 1.3 k
Posted 03 Sep '07
> Hello, I am not getting this post on my e-mail properly. Could owner of this can help me?? Consult aarav or vineet. They will help you in this matter
Hello,

I am not getting this post on my e-mail properly. Could owner of this can help me??


Consult aarav or vineet. They will help you in this matter
  • 1 Like  
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rajeev_hts
@rajeev_hts 102
Posted 03 Sep '07
Hello, I am not getting this post on my e-mail properly. Could owner of this can help me??
Hello,

I am not getting this post on my e-mail properly. Could owner of this can help me??
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aravindva
Aravind Vankamamidi @aravindva 1.3 k
Posted 03 Sep '07
> Answers for QQAD #118 1.48 2.80 The discussion for qqad 101-133 is goin on in another thread http://www.pagalguy.com/forum/quantitative-questions-and-answers/25021-cat-2007-quantitative-questions-day-57.html please continue ur discussion there
Answers for QQAD #118

1.48
2.80


The discussion for qqad 101-133 is goin on in another thread
http://www.pagalguy.com/forum/quantitative-questions-and-answers/25021-cat-2007-quantitative-questions-day-57.html
please continue ur discussion there
  • 1 Like  
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eragon_123
@eragon_123
Posted 03 Sep '07
Answers for QQAD #118 1.48 2.80
Answers for QQAD #118

1.48
2.80
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shyam01234
@shyam01234
Posted 01 Sep '07
i am not getting any answer for qqad 95 plz help me aakhir ek pagal hi dusre pagal ka madad kar sakta hai
i am not getting any answer for qqad 95
plz help me

aakhir ek pagal hi dusre pagal ka madad kar sakta hai
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shyam01234
@shyam01234
Posted 31 Aug '07
Actually I M Not Getting Any Region Bounded By These Two Curves
Actually I M Not Getting Any Region Bounded By These Two Curves
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bharat1411
@bharat1411 8
Posted 17 Aug '07
plz try to provide a diagram in he solutions to the geaometry and mensuration topics otherwise its real difficult to understand the sol
plz try to provide a diagram in he solutions to the geaometry and mensuration topics otherwise its real difficult to understand the sol
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Aarav
@Aarav 9.3 k
Posted 15 Aug '07
Ravi, carry the discussion here http://www.pagalguy.com/forum/quantitative-questions-and-answers/25021-cat-2007-quantitative-questions-day.html
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ravi_kumar04
@ravi_kumar04 4
Posted 15 Aug '07
ques# 105 solution for part A: ***How many integral values of p are there for which the inequality 3 - x-p > x^2 is satisfied by at least one negative x? * ***"by atleast one negative x"* ***This implies whatever values of p we find for the solution x<0 (i.e -ve)* **** ***taking x a...
ques# 105
solution for part A:
How many integral values of p are there for which the inequality 3 - x-p > x^2 is satisfied by at least one negative x?

"by atleast one negative x"
This implies whatever values of p we find for the solution x<0 (i.e -ve)

taking x as negative the inequality looks like

3-(x+P)>x^2
or x^2+x+p-3<0

solving this we will get 2 roots. Now we have to see how x^2+x+p-3 will behave between these roots and beyong these roots. At x=-1/2 we will get minimum value of x^2+x+p-3. Thus any value between the roots satisfy the inequality. now on sloving the equation x^2+x+p-3 the delta value is 13-4p. For real values of the solution 13-4p>=0.
=> p<=3.25
thus p can be any integral less than equal to 3. So the number of solutions will be infinite.
hence (e) non of the foregoing is the answer

check fallas. might be i m wrong
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ravi_kumar04
@ravi_kumar04 4
Posted 15 Aug '07
Ques#105 Part B: In the end of the question it says for all x in (1,2). This means x=1 for case 1and x=2 for case 2 case 1: putting x=1 in the inequality we get p^2+7*p+1<0 solving this using quadratic equation we will get 2 irrational values. The integral values between ...
Ques#105
Part B:

In the end of the question it says for all x in (1,2). This means x=1 for case 1and x=2 for case 2


case 1:
putting x=1 in the inequality we get
p^2+7*p+1<0

solving this using quadratic equation we will get 2 irrational values. The integral values between those 2 roots are -6,-5,-4,-3,-2,-1. Between those 2 roots the value of p^2+7*p+1 will be less than zero (p= -7/2 will give ninimum value of the equation). Hence -6,-5,-4,-3,-2,-1 satisfy the inequality for x=1

case 2:
putting x=2 in the inequality we get
p^2+8*p+4<0

solving this using quadratic equation we will get 2 irrational values. The integral values between those 2 roots are -7,-6,-5,-4,-3,-2,-1. Between those 2 roots the value of p^2+8*p+4 will be less than zero (p= -4 will give ninimum value of the equation).
Hence -7,-6,-5,-4,-3,-2,-1 satisfy the inequality for x=1

The common integral values from case 1 and 2 are
-1,-2,-3,-4,-5,-6

thus, (d) 6 is the answer

Hope the solution is correct...have given major fundae:)
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