Math 3202. Probability is important in many everyday events. For example, building materials are sometimes defective. If you order lumber to build a fence,

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Presentation transcript:

Math 3202

Probability is important in many everyday events. For example, building materials are sometimes defective. If you order lumber to build a fence, it is likely that some of it will be warped and unusable for this project. Knowing this, you can better determine how much extra lumber you will need to order.

Exploring Teen Sleep Habits. *Do as a class

You work at a factory that makes CFLs. You anlyse a recent batch of a new type of bulb. You find that the number of defective light bulbs in the batch is about 1 in 36. a) Express the defect rate as a percent to five decimal places and to the nearest percent. b) Your plant makes 1,000,000 of the light bulbs. Using the defect rate from a), calculate the potential number of defective light bulbs. c) Which degree of precision do you think the manager of the factory would want to see? Explain.

Your Turn Jay is ordering boards from a lumberyard. About 1 in 7 boards at the lumberyard are warped. a) What percent of the boards are warped? Express your answer to five decimal places and to the nearest percent. b) Jay orders 300 boards from the lumberyard. Using the defect rate from a), calculate the potential number of warped boards he will receive. c) Which degree of precision do you think Jay would want to know the probability of a board being warped? Explain.

Check Your Understanding Pg 46-48

*See the figure on page 49. The owner of a paving company routinely checks weather forecasts to schedule jobs. Dry, sunny weather is the best for laying down asphalt. Page 49 shows a six-day forecast from a weather web site. a) What does P.O.P stand for? b) Explain what P.O.P means. c) How can P.O.P help the owner of the paving company? d) List the best days for paving during the week shown.

Your Turn. Using the six-day forecast on page 49, you have planned an outdoor family picnic for September 18 th. a) How would you advise family members about the probability of precipitation? b) What would you advise family members to wear?

Check Your Understanding Pg 50-52

Work With It Pg 52-53