2. The ACME Corporation has a Doohicky machine that makes widgets. Widgets are made in a variety of colors, and due to demand, 25% of all widgets are red. Also it turns out that 10% of all widgets...


The correct answer to this problem is 0.15 or 15%. Where did I go wrong in my calculation? Would you please show me my mistake step by step?


2. The ACME Corporation has a Doohicky machine that makes widgets. Widgets<br>are made in a variety of colors, and due to demand, 25% of all widgets are<br>red. Also it turns out that 10% of all widgets made are both red and bad.<br>Meaning there is something wrong with them and they have to be scrapped.<br>Also 15% of all widgets made are bad.<br>i) What percentage of widgets is bad?<br>P(A) = P(A)- P(AandB) = P(bad) = P(bad)- P(redandbad)<br>P(A) = 0.15– 0.10<br>P(A) = 0.05<br>P(bad) = 5%<br>%3D<br>

Extracted text: 2. The ACME Corporation has a Doohicky machine that makes widgets. Widgets are made in a variety of colors, and due to demand, 25% of all widgets are red. Also it turns out that 10% of all widgets made are both red and bad. Meaning there is something wrong with them and they have to be scrapped. Also 15% of all widgets made are bad. i) What percentage of widgets is bad? P(A) = P(A)- P(AandB) = P(bad) = P(bad)- P(redandbad) P(A) = 0.15– 0.10 P(A) = 0.05 P(bad) = 5% %3D

Jun 08, 2022
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