[填空题]
The table below shows1w05o mkf ij nbn9wn9b9od 6g8 t - w rqmmdy(bvv6(nn+gug* y9q8r3 5hxhe distribution of the number of fish caught during a fishing contest byq+-xdy (v9 r g 6ummhw 8n5v3bq*gn(ry 100 contestants.
1. Calculate
1. the mean number of fish caught by a contestant; ≈
2. the standard deviation. ≈
2. Find the median number of fish caught in the contest.
3. Find the interquartile range.
4. Determine if a contestant who caught 10 fish would be considered an outlier.
One of the contestants is chosen at random.(a,b) a= b=
5. Find the probability that this chosen contestant caught 6 fish or more.
A second contestant is randomly chosen.
6. Given that the first contestant caught 6 fish or more, find the probability that each of these two contestants caught exactly 7 fish.
The cost of the fishing equipment used by the 100 contestants is normally distributed with a mean of 1200 US Dollars (USD) and a standard deviation of 300 USD. ≈
7. 1. Calculate the probability that a contestant chosen at random spent at least 1000 USD for fishing equipment. ≈
2. Calculate the expected number of contestants that spent at least 1000 USD on fishing equipment.
