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Recent content by jota

  1. J

    How to connect Epson 740 USB-printer to the LPT port?

    I have an epson 740 USB-printer. I need to print from a Dos program to this printer. But I cannot connect in the properties a LPT-port to the USB-printer (like in a W95-networked environment). How can I do this? Any suggestion ? thanks
  2. J

    plz need help with this problem

    I am not asking you to solve the problem for me. All I am asking is some clues. Book that I have is from Inan & Inan , and I can not find anything that is relevant.
  3. J

    plz need help with this problem

    I need help with this problem. Hopefully, someone out there will be able to solve this problem. thanks in advance
  4. J

    Interfacing Toshiba OIS40R with Micrologix 1000?

    Toshiba OIS40R Does anybody know if Toshiba OIS40R graphical HMI will interface to the Allen-Bradley Micrologix 1000?
  5. J

    How to interface OIS40R to Allen Bradley rslogix500 micro?

    OIS40R I am assigned a project to figure out how to interface OIS40R to Allen Bradley rslogix500 microcontroller. Does anybody have any examples of this? Thanks
  6. J

    Looking for good palm barcode scanners compatible with os400

    barcode scanners I am interested in some good palm barcode scanners. It will be used in industry for product scanning. it should be compatible with os/400. I would appreciaty any suggestions.
  7. J

    need help with this nice math problem

    where do you get this 1 from? 0.5[1+(q-p)^n]. [/b]
  8. J

    need help with this nice math problem

    I found a hint for this problem. The hint is saying that we should write down the binomial theorem expansions of (q + p)^n and (q – p)^n, then add them together. This would eventually result in expected solution-- 0.5[1+(q - p)^n]. The only problem is, I can not get to this expected solution. I...
  9. J

    need help with this nice math problem

    p-heads q-probability of not happening hats-(tails) thanks Added after 4 hours 55 minutes: corection to the problem A coin with p{h}=p=1-q is tossed n times. Show that the probability that the number of heads is even equals 0.5[1+(q-p)^n].
  10. J

    need help with this nice math problem

    A coin with p{h}=p-1 is tossed n times. Show that the probability that the number of heads is even equals 0.5[1+(q-p)^n] I appreciatte your any of your valuable contributions. Thanks

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