Frequent Fundamentals Questions

An algorithm must terminate in : 1. one step 2. finite number of steps 3. finite number of steps but sumtyms in infinite number of steps 4. none. ...

IIT-JEE Preparation Guide [url]http://professional-education.blogspot.com/2009/05/indian-institute-of-technology-joint.html[/url] ...

Find the no. of distinct elements in {(1+ω+ω2+ω3+....+ωn)m :m,n=1,2,3,...} ...

Pick the odd one out. 1.JOT 2.OUT 3.DOG 4.DIN 5.FED We eat so that we ...... live 1.MAY 2.CAN 3.MUST 4.MIGHT The area of the parallelogram formed by the tangents at the extremities of cojugate diameters of the standard hyperb ...

could any one can post aieee maths paper ...

Odd one out : 1 ) Ear Lung Eye Heart // ram's logic is correct Kidney 2) 2 October // gandhi's birth 14 November // J lal Nehru's birth 19 November // Indira gandhi's birth 30 January // gandhi's death 28 June / /P V Narsimha ...

I am not posting for fun pls solve this .this is 2004 K-Cet exam question 0.573757375737........=??????? 1) 284/497 2)284/495 3)568/999 4)567/990 Please solve this and tell me any method behind this. ...

Odd one out : 1) carrot radish potato sweet potato beet 2) bean grapes carrot banana tomato 3) lake pond pool tank brook ... i'll post more as soon as i get more !! ...

A girl was carrying a basket of eggs, and a man driving a horse hit the basket and broke all the eggs. Wishing to pay for the damage, he asked the girl how many eggs there were. The girl said she did not know, but she remembe ...

wats the nex in the series???? j ,f ,m ,a ,m ,j ,j ,a ,........... ...

find out d next term in series 2,5,14,122,365 a1029 b 1094 c 1059 d 1000 ...

100 - 100 --------------- = ??? 100-100 any studs trying dis sum??plz think hatke!!!! ...

Q Draw the graph of [x]log\frac{[x]}{{x}}=y ...

1. The proposition p \Rightarrow \sim (p \wedge \sim q) is a . contradiction b. tautology c. either (a) or (b) d. none of these ...

wat is contrapositive......? plzz...explain ...

Two finite sets have m and n elements respectively. The total number of subsets of first set is 56 more than the total number of subsets of the second set. the values of m and n respectively are_____________ ? show me the sol ...

The statement p->(q->p) is equivalent to ans. p->(p \vee q) sum1 ...plz explain ...

*)The relation "congruence modulo m" on the set I of all integers is 1. Equivalence relation 2. A partial order relation 3. Reflexive and symmetric 4. Reflexive and antisymmetric *)What is AΔB in set language?? *)A pole of 5 ...

Prove the following if x,y,z>0 \frac{2}{x+y}+\frac{2}{y+z}+\frac{2}{x+z}\geq \frac{9}{x+y+z} ...

Which one of the following is true? (a) log(x+ y) = logx + logy (b) log xy = logx logy (c) log x / y = log x / log y (d) None of these ...

IN HOW MANY WAYS CAN 10 STUDENTS BE DIVIDED INTO THREE TEAMS SO THAT ONE TEAM CONTAINS 4 STUDENTS AND THE OTHER TWO TEAMS CONTAIN 3 STUDENTS EACH..... (I FORGOT THE OPTIONS, SORRY) ...

ok optimus i hav made this thread where u n others can post the method of graphical approach for coordinate ...

1] n_{C_{4}} \;, n_{C_{5}} ,n_{C_{6}} are in AP. find the value of n ...

A traffic light is green for 30 seconds, then red for 30 seconds, then green for 30 seconds and so on. What is your expected delay? ...

ex is defined as e^x= \frac{x^0}{0!}+\frac{x^1}{1!}+\frac{x^2}{2!}+\frac{x^3}{3!}+.......... for x=0, e^0= \frac{0^0}{0!}+\frac{0^1}{1!}+\frac{0^2}{2!}+\frac{0^3}{3!}+.......... but we know that e0 is 1 So 1= \frac{0^0}{0!}+\ ...

from where i would get viteee sample papers ........... ...

*Image* ...

Q. Find the equation of the circle circumscribing the triangle formed by the lines :x+y=6 , 2x+y=4, and x+2y=5 , without finding the vertices of the triangle? ...

if y=mx be the equation of the chord of the circle x2 +y2 -2ax=0 ,then find the equaiton of the circle of which this chord is the diameter? ...

If A and B are two mutually DEPENDENT eventws wat deduction can v make?? nething apart frm P(A∩B)≠PA.PB ??? ...