Yes...you skip to the next data point. then there are 7 values to the right and 8 to the left of the median. that means that the data is no longer symmetrical. that means that it cannot be matched with a symmetrical box plot. that means I don't think you understand how this graph works
Both went quick fr
no? i will represent the median with a line: 1 1 2 2 2 2 3 3 | 5 5 6 6 6 6 7 7. you see how there are 8 values on either side?
hahah these little jabs are just gonna make you feel like more stupid when you realise why it's C. HISTOGRAM = frequency of something. you've just assumed that the x axis is numbers when it may not be. it could be absolutely anything. e.g. if your "4" actually represents "amount of people in denial about question 15", then how can it be the median if no one is? (theoretical though because clearly someone is). on a histogram you can't make something that literally does not exist the median
same but looking at katie's and other solutions, all of them say D :/I hope it is C because I guessed C
yes, i know that it represents frequency. regardless, the result is the same. D is different than the other options. plus, the advanced solutions also agreed that D was the answer - tbh i trust that. you cant have a median of 0 if there are data values before and after it that are above 0. its the exact same thing with a stem and leaf plot like i said. im sorry. that’s just not how medians work. if you give me another reason that is plausible i might change my mind.
mb, had a couple of ciggies for lunch
As much as it hurts for me to say, you should ignore those who say its c because they seem to be trolling and forget how median works...I forgot why I selected c but I agree the answer's d now
i hope its c. one of the 2 marks i dropped in multis
tell me why i ticked c and then chose a.i cant wait to see what nesa puts as the answer to this question and we can finally settle this debate (praying to god its c)
what was the other one u lost mark in?
true…. it definitely seems like trolling but it hurt me to see misinformation, especially after so many sources agreed with D… but you’re right, i’ll ignore it.
Yes correct you can't have a median of 0. Nobody is saying the median is 0. by your working, the frequency of the median is 0. You can't make up some fantasy numbers on the x axis when each bar could mean anything. Have you ever answered those histogram questions where it asks "how many complaints because of bad service" etc.?. the reason you have got it wrong is because you've assigned it a numerical value.