Help me please!
@hartnn
FINALLY SOMEONE WANTS TO HELP ME D:
let me try...never solved such problem before :P
Here, use this for reference
The four-step statistical process might require data that has two categories. A two-way frequency table shows the frequencies for data that has two categories. A joint frequency is found by reading from the inner cells of a two-way frequency table. Look at the row title and the column title to find the two categories for each joint frequency. The sums for each row and column are shown as marginal frequencies. Marginal frequencies are found on the outside edges of the table (in the last row and the last column). A relative frequency table shows each frequency as a proportion of the whole data sample size. A joint relative frequency is found by dividing a joint frequency by the whole sample size. A marginal relative frequency is found by dividing a marginal frequency by the whole sample size. A conditional relative frequency shows a frequency proportion for a given condition or category. For example, if you are given a specific category (in a row or column), what do the other categories show? This is helpful when looking for trends or associations in the data. A conditional relative frequency is found by dividing a joint frequency by a marginal frequency. Two tables are needed to display the calculations for conditional relative frequencies: One table to show row categories Another table to show column categories
My notes ^_^
Let me repaste that
i am supposed to read that :O
Not necessarily
If you want to :>
b and c?
Yes, B and C
I am thinkign its B or C, I can't make up my mind
A conditional relative frequency is found by dividing a joint frequency by a marginal frequency.
Yes, sir
80/280 200/280
oh for jazz, difference is 0
So, it looks like it would be C, then
no..thats exactly my point 0 is not smallest the difference could be negative too
Ohh
but the largest difference would be for pop only, no doubt in that
So that answer is B
yep, i think so....and hope so :)
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