Q5: A- Assuming there are 20% of measurement items are defective. If we choose a sample of 20 items, the probability of 3 defective items: 1. Using Binomial distribution 2. Using Poisson distribution...

NoneQ5: A- Assuming there are 20% of measurement items are defective. If we choose a sample of 20 items,<br>the probability of 3 defective items:<br>1. Using Binomial distribution<br>2. Using Poisson distribution<br>(25.5%, 20.5%)<br>(22.4%, 19.5%)<br>1-1<br>B- For the table below:<br>Class<br>Frequency (fi)<br>60 - 69<br>12<br>70 - 79<br>14<br>80 – 89<br>90 - 99<br>100 – 109<br>110 - 119<br>120 - 129<br>11<br>Draw the histogram and polygon of frequency.<br>

Extracted text: Q5: A- Assuming there are 20% of measurement items are defective. If we choose a sample of 20 items, the probability of 3 defective items: 1. Using Binomial distribution 2. Using Poisson distribution (25.5%, 20.5%) (22.4%, 19.5%) 1-1 B- For the table below: Class Frequency (fi) 60 - 69 12 70 - 79 14 80 – 89 90 - 99 100 – 109 110 - 119 120 - 129 11 Draw the histogram and polygon of frequency.

Jun 08, 2022
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