Using the results from Problem 9, is the result of 31,465 girls in 60,654 births a result that is significantly high? Why or why not? 9. The above table includes 257,264 Hispanic babies. For groups of 257,264 babies, find the mean andstandard deviation for the number of girls, assuming that the probability of a girl is being born is therounded result from Problem 6. Round to four decimal places.Mean = (131129+126135)/2= 257264/2= 128632Standard Deviation sq rt(((131129 – 128632)^2 + (126135 – 128632)^2)/1)= sq rt((2497)^2+(2497)^2)= sq rt(2(2497)^2)= 2497(sq rt(2))= 2497 * 1.414= 3530.758P(girl) = 126135/257264= 0.49 or 49%Mean is 128,632. Standard Deviation is 3,530.758. The probability of getting a girl is 49%. OtherAfricanAmericanAsianHispanicWhiteBoy31,46514,051131,12972,24212,208Girl29,18913,653126,13568, 42811,473

Given information: x = 31,465 girls n = 60,654 births P(Girls) = 0.49 p^=xn=3146560654=0.51876

Answered: Using the results from Problem 9, is…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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