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Statistics Homework 2 Only COMPLETE solutions will be accepted. You can have achieved a maximum of 6 points for this Homework. 1) The average IQ of a man is 103.08 with a standard deviation of 14.54, while that of a woman is 101.41 with a standard deviatiorn 13.55 a) What is the percentage of women with an IQ of less than 80 or more than 120 (together)? b) What is that percentage among men? c) Explain the difference in results for 1 and 2 from the parameters. -God Luck I need a complete step by step solution with explainations where necessary. Please don't give only the answer without showing how it can be done. I need the points for my Finals. I Think I need the bell shaped diagram for this task but I am not sure how to dit. Thanks alot.

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Answer #1

a)

X = Women's IQ

Z = (X - mean)/sd

=(X - 101.41)/13.55

P(80 <X< 120)

= P ( −1.58<Z<1.37 )

= P(Z < 1.37) - P(Z < -1.58)

=0.8576

b)

Y = Men's IQ

Z =(Y - 103.08)/14.54

= P ( −1.59<Z<1.16 )

=0.8211

c)

we see that P(80 <X < 120) is larger for Women as its sd is lower than that of Men

also we see that left critical point is roughly equal -1.58 and -1.59 whereas the right critical point is higher for women (1.37 > 1.16)

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