Recent content by rudyx61

figured it out

im not that good at integrating multiple variables so could you tell me how ud integrate the first term?

Im having trouble finding the laplace transfor for the title equation: 6t*(u(t)-u(t-1)) Im not sure how to go about, i was thinking of considering u(t) to be equal to 1 but that seemed a bit of a dodgy thing to do Any one have any ideas or answers on how i should go about solving this...

yeah i get it now, thanks

ok but how would i do that on paper, say its a written test with no access to mathematica

Was hoping someone could help me out with a question. It was on a online test and wasnt sure how to do it. The question was as follows: The no-show rate for passengers with reservations on a flight run by wizair is 16%. The next flight has 42 reservations. Find the probability of there...

hmm, i nearly got away with the wrong answers. thanks for the help

Question on test---standard deviation Was hoping someone could help me out with a question. It was on a online test and the answer i got i wasnt sure if it was the right answer. The question was as follows: The no-show rate for passengers with reservations on a flight run by wizair is...

oh spent an hour trying to figure it out turns out the answer lies within the basics thanks a lot for the help

(3*e^(-2s))/(s(s+5)) I was hoping someone could tell me how to find the partial fraction for the above; the answer i ended up with was: (3/5)/s - (3*e^(10))/(s+5) and i went about it by: (3*e^(-2s))/(s(s+5))=A/s+B/(s+5) (3*e^(-2s))=A(s+5) + B(s) set s=-5 and found B=-3*e^(10)/5 set s=0...