primitive polynomial in GF(4) ??
Hai All,
I m required to make a pseudo random generator. I know that i can make that using some Flip flops and XOR gates(in linear feedback shift register configuration ). But the resulting PN sequences will be in Galois Field(2) as the taps for the flip...
hi
why can't u just try to generate the numbers previous to 4,0, 5,3 ... all the generated numbers should be single digit
i got ...11,3,0,4,8,5,7,4, 4,0,5,3,...
since we are getting 11 the sequence 4,0 ,5,3 will never appear
regards
Mahesh
hai
since your answer is a sum of a positive number (4) and square of a function (x+1) with x belonging to the set of real numbers (all integers,fractions both positive and negative ... or simply
any number which can be plotted on the real axis) that expression will never be negative...
we have distance = 10c
So time taken by the boy who is walking = 10c/w minutes
S0 the person walking will reach school 10c/w-10 minutes after the cyclist .
One interesting thing is the expression can be re wirtten as 10(c-w)/w. 10(c-w) being the relative distance and w being the velocity ...
hai,
before i can start doing it, would like to know whether my drawing was correct or not ? I am very confused right now :confused: .. please help
Thanks in advance
Mahesh :smile:
But in that case the condition that " at any instant of time the direction of motion of each ant is directed towards an ant which started from a vertex adjacent to it " will not be satisfied
The path i got by drawing it is attached .. I am not very good at sketching :smile:
These...
Hi guys
Please help me work out this problem :cry:
The problem is like this
There is a square table. On each vertex there is an ant sitting. Now these ants (four of them) starts moving in such a way that at any instant of time the direction of motion of each ant is directed...
hai
i heard that the function x^x doesn't have any indefinite integral and hence one can't find definite integral by normal methods .. So one has to go for numerical methods , i haven't tried this ...
just curious to know if there exist more fuctions in the same class ...
regards...
hai ,
u ppl were right... when i found one of the solutions for the problem ... i thought it was quite an easy one ... and u rightly pointed out the mistake i made in the formula ...
i apologize for anything from my side...
This cannot be called a proof...
i noted that (1/7) =...
hi ,
repeating an integer, x (say), six times is not the same as multiplying it six times ...
i m sorry but i think u haven't got my question correctly...
it is like this
suppose x is an n digit number
repeating it 6 times gives a number
y= 1*x + 10^(n)*x + 10^(2n)*x + 10^(3n)*x+...