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Asem

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  • Lightheadedness/dizziness after knife injury (after getting treated)?

    So I was playing with a knife yesterday night and I cut my arm pretty deep. The knife went all the way to the bones but no arteries were damaged, the bleeding level wasn't that high. I immediately went to the hospital and the doctor stitched the wound up and gave me antibiotics. I felt a little bit dizzy when the nurse was cleaning the wound but thats understandable.

    However, when I woke up now, I went to the bathroom and I felt extremely lightheaded and I almost fainted for some reason. Now why is that and how likely is it to happen again? is it just my brain comprehending the wound or is it something that I should worry about?

    P.S. when I woke up I noticed that I was laying my head straight on the wound, and some blood escaped from it.

    3 AnswersInjuries8 years ago
  • Statistics - standard deviation. Help!?

    A train is due to arrive at Central Station at 09.30 daily. On ten successive days the number of minutes by which the train was late were as follows.

    3 0 4 -2 -3 13 8 -2 6 3

    Show that the mean time of arrival was 09.33 and calculate the standerd deviation. (End of question)

    For the mean part, I divided the sum of these values by 9 (since the 0 dosent count). The answer was 3 min, so 09.30 + 00.03 = 09.33

    However my answer to the standard deviation part was wrong, the right one is supposed to be 4.80 min.

    Any ideas?

    2 AnswersMathematics9 years ago
  • HELP! Statistics, The normal distribution.?

    The random variable X can take negative values and positive values. X is distributed normally with mean 3 and variance 4. Find the probability that X has a negative value.

    What I did:

    If X-N(3,16) and P(X<0)

    then

    P(Z < 1/4(0-3))

    which is

    P(Z< -0.75)

    so the answer should be 0.22663

    but the book says: 0.0668

    Any Ideas?

    1 AnswerMathematics9 years ago
  • P(A)= 0.3 p(B)= 0.4, calculate P(A or B or both occur)?

    I solved it as the following:

    0.3 + 0.4 + (0.3*0.4) =

    0.7 + 0.12 =

    0.82

    However the book says the answer is 0.58, so I guess I should subtract (0.4*0.3) from 0.3 + 0.4 rather than adding them together, the thing is, I cant understand why?

    1 AnswerMathematics9 years ago