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what is the probability of part-time experience needed out of the number of openings |dw:1440529688545:dw| same answer
wow thanks soooo much
wait is 6/25 tha answer it says percent
you are welcome
percent means per hundred
did you get 24%
lol nooo i didnt have nun yet
experience needed given it is part-time = 6/14 as percentage = 6/14*100 and to the nearest tenth means to 1 decimal place. Calculate to 2 then round. to round if the 2nd place is 5 or more add 1 to the 1st decimal place. if less than 5 then drop.
ok ??? so its not 24%
this question is a bit confusing
if it is a randomly selected opening then it is 6 experienced part-time out of 25 but reading again more closely it is asking the probability of an experienced candidate GIVEN that the opening selected is already part-time
ok im still confused so u want me to just put 24
let me get some more help
@ganeshie8 please help I am getting more confused the more I read this question
i would put 42.9%
sorry if I confused you but do you see the difference?
nah but i will tho
random drawing 6/25 25 is the total openings given already part-time then its 6/14 total part-time is 14
@welshfella @whpalmer4 can you clarify please
not surprised you got confused - it is confusing!!!
ok good cuz i thought i was dumb
Does it mean , for example, that we have already picked a part=time job and we want the probability that this job requires experience?
@campbell_st @ganeshie8 @lυἶცἶ0210 @Hayleymeyer @ali2x2 @dan815 @dezz_theoffical101 @Doniellemc
reading it closely that what I got especially when they wanted the probability to the nearest tenth at first I read randomly selected as in choosing an experience person from the 25 openings they say choose and then give the condition
i guess i'm too tired for this one...
it was 42.9
6/14 = 3/7 divide 7 into 3 you get 0.42857 multiply by 100 42.857 % round to the nearest 10th (if that is what you want) 42.9% (to round, look that the digit in the 100ths place. if 5 or more , round up... it is 5 so change the 8 to a 9)