when transferring from comp eng to comp sci is it possible to have subjects that were done in comp eng that could count as electives in comp sci not count in order to have a better academic record?
thanks in adv to anyone that can help
i recently installed linux and windows and was wondering if i wanted to uninstall linux later on by deleting its partitions, would it stop me from being able to boot into windows. if so, how could i fix it.
thanks in adv to anyone that can help
was wondering if it was possible to have 2 hard drives connected at the same time as master and to set it so the computer only thinks 1 is connected at a time, and can only write to that one
for example, having a hard drive with win xp and another with linux connected both as master set up so...
was just wondering about which jobs would use both maths and computing.
on http://www.maths.unsw.edu.au/students/future/compsciprograms.html it had this:
does anyone know where i could find out what subjects i would have to do in a comp sci/maths degree to be able to get a job in this...
hmm, not sure
id use the cis notation just to be safe
the e^(i@) notation does make things alot neater though, its certainly alot better than cis.
in fact i havent seen cis used anywhere else besides the hsc
based on how pointless the cis notation is, it was probably created by the...
multiplying by cis(-@/2) was gman03's idea, i just rewrote his solution using cis instead of e^(i@)
however, gman03 probably realised that by multiplying the bottom of the fraction by cis(-@/2) he could make it real and simplify the problem
e.g. cis @ + cis (-@) = 2 cos @
here's another...
i think uve misunderstood what i was refering to:
buchanan said π < 3.14159266 & 2.718281828 < e, he never said they were equal!
because i calculated 2.71828182^6 on paper and not 718281828^6, here is a modified version:
lol, no_arg was never trying to encourage people to consider other methods of proof, the only reason he didnt accept buchanans proof was because it proved he was wrong
i mean, everyone makes mistakes and theres nothing wrong with making mistakes but when ur shown to be incorrect u should...