I'm sorry. I'll add that to my video list. Maybe I can explain it another way. Any info about how/why you got lost will only help me to explain it better.
@@LightandSaltLearning I just don't understand it at all. How you can look at it and know what to do with it. Why are you multiplying 1/5 (or 20/100) where does that fit into the "winning / total"
Gotcha. So 1) How do we know this is a probability problem and 2) Why do we multiply and 3) How does this relate to the wins/total ratio we've been discussing?
@@LightandSaltLearning 1. correct 2.correct as well as the what to multiply 3. especially correct. This lost me as soon as I read it, and you went right into the 4 things, I don't know why you did that or why you picked the 20%, among other confusions. I've seen other questions like this and have no idea what to do with them.
thats because every day we go there, there will be a 20% chance of being cautioned thats why we multiply 20% all 4 times. Right? because we'll look at 20/100 or 1/5 as the losing/total if you suppose being cautioned as losing.
where can I practice this?
Here you go! www.lightandsaltlearning.org/4-data-analysis/simple-probablity
question 9 and 10 woohu , kind of hard and challenging .
Indeed! Did you get them figured out?
not first :)
FIRST!!!
Lost at #9
I'm sorry. I'll add that to my video list. Maybe I can explain it another way. Any info about how/why you got lost will only help me to explain it better.
@@LightandSaltLearning I just don't understand it at all. How you can look at it and know what to do with it. Why are you multiplying 1/5 (or 20/100) where does that fit into the "winning / total"
Gotcha. So 1) How do we know this is a probability problem and 2) Why do we multiply and 3) How does this relate to the wins/total ratio we've been discussing?
@@LightandSaltLearning 1. correct 2.correct as well as the what to multiply 3. especially correct. This lost me as soon as I read it, and you went right into the 4 things, I don't know why you did that or why you picked the 20%, among other confusions. I've seen other questions like this and have no idea what to do with them.
thats because every day we go there, there will be a 20% chance of being cautioned thats why we multiply 20% all 4 times. Right? because we'll look at 20/100 or 1/5 as the losing/total if you suppose being cautioned as losing.