aieee paper 2 {b.arch} 2010

what rank can i expect if i got 300 marks in b.arch

43 Answers

1
kumar rock ·

Have u read qns no. 1, and 19 dear arka?

1
harsh jindal ·

1) 104
2) 25
3) i didnt attempt so i dont asked my professor to solve
4) 0

1
naitik ·

thank u harsh for giving me answers of my questns

1
naitik ·

i want answers of some questns so plz gve me answers of my questns who can nd ques r written as below;-

1.the real part of a complex no. z satisfying ! z- 5i !<_ 1 nd hving minimum....??????

2.if the roots of the quadratic equation ax^2 + bx +c =0v are alpha , beeta, den the roots of the ..........??????

3.let alpha , beeta, and gaama be the angles made by a line with the +ve directions of the axes of referance in three dimensions.....??????

1
harsh jindal ·

1) \frac{2\sqrt{6}}{5}

2)\frac{\alpha }{\alpha +1},\frac{\beta}{\beta +1}

3)\frac{\Pi }{3}

1
ARKA(REEK) ·

Re:Hi I'm a new user. I would like to ask Harsh for the logic of the question : 8 st. lines cut 4 circles.....
I don't agree to your answer.
I think its 76

1
ARKA(REEK) ·

Harsh: However I agree with you regarding all other questions.
Best of luck for aieee results.

1
kumar rock ·

I want the answer for qns no. 1, 3

1
kumar rock ·

qns no. 3 is a,b, c are GP then a+b+c=xb, what is the range of x

1
kumar rock ·

Qns 1. Let A = [a b
c d] A-aI is invertible for every real no. a , pls answer this qns.

Qns 19

a and b r vectors such that mod a = 2, mod b = 3 and
S1: mod of 2a-b = 5 and mod of 2a+b = 5
S2: mod c-d = mod c+d

Pls answer this qns.

1
ARKA(REEK) ·

My set is C too.
I think ans to both questions 1 and 3 are opts. 3.

1
naitik ·

anybody who knows the answer of my questns which are written as above then plz reply nd gve me answers.

1
kumar rock ·

What is the answer for qns no. 19?

1
ARKA(REEK) ·

I didn't attempt Q. 19.
Ans to Q.1 is opt. 3

1
kumar rock ·

Thanks arka for answering my two qns.

Any body attempted qns 19 of set C, pls reply

1
kumar rock ·

Dear Arka

Can u explain why answer to qns no. 1 is option 3?

1
siri siri ·

CAN ANY ONEPOST THE ANSWER FOR A_Iα IS INVERTIBLE FOR EVERY REAL NUMBER α THEN

1
siri siri ·

please reply fast & can anyone provide information about cutoff mark in b.arch

1
ARKA(REEK) ·

Hi Siri
I think the answer to your Question is b.c<min(0,a.d/2)
However I would advise you to consult someone more experienced
for the answer.
Best of luck for aieee b arch results and for your dreams.

1
sameer chowdary ·

hi,i am a new user, harsh ,please provide me information about cutoff mark in b.arch

1708
man111 singh ·

for (2) question:-
The function f[x] =x2009+2009x+2009 is a one to one onto function.....

1
kumar rock ·

The cutoff for b arch will be around 200 marks for general category

4
UTTARA ·

k But I dont agree with 6 How is it a correct explanation

n 10t h Y is A not continuous ???

Thanks for the answers

1
aposlil ·

I guess civil enginner..thats what I've heard from my peers.

4
UTTARA ·

@Harsh : where did u get ur marks from ???

I mean is the key out anywhere

(If so plzz post the link)

otherwise if u have estimated can u plzz share how do v estimate marks given for drawing part

1
harsh jindal ·

@ UTTARA
my math Sir had solved this paper and i got the answers from them and i approximately get 265-280 in math+aptitude test and i also considered 20-30 marks in drawing

4
UTTARA ·

@harsh : Can u post some answers

Mine is setB

Whats urs??

1
harsh jindal ·

my set was A
can u upload photos of question paper
i will tell u the answers

4
UTTARA ·

Cant upload them But here r some qs

1) Third term in the expansion of ..... I got x = 100

2) f(x) = 3 cos^4x -6cos^3x ..... range of f(x) I got as [-12,-3]

3) Eqn of strtline belonging 2 family of lines I got 5x - 2y - 7 = 0

4) The assn reason where two eqns of planes r given ii got St1 n 2 r correct and 1 explains 2

5)Let u(t) & v(t) be two solns ...(Assn reasn)

I got st1 &2 r true but not correct expln

6)That assn reason with tan^-1(1/3) I got st1 n 2 true but not correct expln

7)1 ans f(2) ≤ 7

8)Lt x--->0 1/2f(x) - 1 = -1

9) f(x) = x2009 + 2009 x + 2009

one one n onto ??

10)f(x) = sgn(sinx) g(x) = sin(sgnx)

I got A = 0 B = 0

4
UTTARA ·

And in that paper folding qs I got the ans as the square paper

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