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Mean and Standard Deviation Distributions Independent Practice Worksheet Answers Form

Mean and Standard Deviation Distributions Independent Practice Worksheet Answers Form

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hi there now this is the last example in my series where we're looking at calculating the mean and the standard deviation from normal distributions when you're given a probability of being less than or greater than a given value the difference between the other ones and this one is that we now have to find the mean and the standard deviation in the same question and this involves simultaneous equations and the best way I can demonstrate this is through this example here which you might want to try so I'll just leave it to you to pause the video at any stage and then just try it fast forward to check out your answers but what we've got here is a high jumper knows from experience that she can clear a height of at least one point six five meters on seven out of ten attempts and clear a height of at least one point seven eight meters once in five attempts so assuming that the height she jumps in centimeters is given by the random variable X and it's

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