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Onions 30289 29870 26479 22433 20237 21218 22609 21228 19365 20327 23773 23437 2

ID: 3173548 • Letter: O

Question

Onions 30289 29870 26479 22433 20237 21218 22609 21228 19365 20327 23773 23437 23843 24282 25406 22059 20107 19304 25823 27407 23271 25598 28714 27434 27166 29640 30944 32586 34530 34235 36241 36391 33142 34850 35756 35715 35389 33032 31697 28118 25536 23939 29586 30209 26665 28782 29806 29570 27509 28116 28155 28025 29954 29062 31692 36339 32507 31789 33002 33388 33313 36867 34585 34721 40848 36854 42315 38311 44068 43846 42072 39648 38725 36748 35695 33230 30769 32014 35950 33886 31988 33325 34941 34421 36167 36459 36549 35940 34533 31049 32275 35116 36925 37545 34251 32137 35681 36179 31748 30713 30004 27829 30314 33420 35545 36590 36141 34230 36006 32925 30951 26896 23722 24787 31854 34885 33618 33758 37814 36101 36981 32682 31787 30180 30087 31296 40808 45066 48703 53304 53606 51244 49451 50696 50354 44833 45317 42810 42642 41472 43882 47184 48112 48761 47384 44776 45081 38699 40141 38342 36063 36830 39007 36743 42786 40521 40313 43512 42048 37328 36141 37813 40762 36335 36084 40116 41320 42218 e. If a month were randomly selected from the onion distribution, what is the probability it would weigh more than 50,000? f. If a month were randomly selected from the onion distribution, what is the probability it would weigh between 25,000 and 35,000? it If a month were randomly selected from the broccoli distribution, what is the probability g. would weigh more than 100,000? it h. If a month were randomly selected from the broccoli distribution, what is the probability would weigh between 135,000 and 170,000?

Explanation / Answer

For Onions Mean and sd are

34398.7738

7253.389575

For Broccoli Mean and sd are

122987.62

29905.35536

e. P(x>50000)=P(z>2.15)=0.0158

f. P(25000<x<35000)=P(-1.3<z<0.08)=0.4351

g. P(x>100000)=P(z>-0.77)=0.7794

h. P(135000<x<170000)=P(0.40<z<1.57)=0.2864

34398.7738

7253.389575