In a shipment of 100 beach balls some are defective. The manufacturer generates a random sample of 20 balls. The integers 1 to 10 represent defective beach balls. 4 11 15 18 7 12 20 45 80 54 20 30 67 8 40 99 82 70 25 60 How many beach balls might be defective?
15 beach balls might be defective.
In a shipment of 1000 backpacks some are defective. The manufacturer generates a random sample of 20 packs. The integers 1 to 100 represent defective packs. 34 121 150 345 678 213 50 432 200 101 232 824 950 87 300 432 134 71 375 990 How many might be defective out of 1000?
About 200 defective back packs.
In a shipment of 100 beach balls some are defective. The manufacturer generates a random sample of 20 balls. The integers 1 to 10 represent defective beach balls. 32 11 15 18 7 12 20 45 80 54 20 30 67 81 40 99 2 70 25 60 What percent might be defective?
What is 10%?
What is range? How do you find it?
The distance from the lowest to the highest data point. You find it by subtracting the two.
In a shipment of 1000 backpacks some are defective. The manufacturer generates a random sample of 20 packs. The integers 1 to 100 represent defective packs. 341 12 150 345 678 213 504 43 200 101 232 824 95 875 300 432 134 713 375 990 What percent might be defective?
What is 15%
What is the Median? How do you find it?
The middle point in the data. You need to list it in order from least to greatest and then cross off one number at a time from either side. If there are two numbers in the middle, you need to find the middle of those two numbers.