As part of a promotional campaign, a supermarket is running a raffle for select customers. There are two boxes filled with raffle coupons. Each box contains red, blue, and yellow coupons. Each red coupon offers a $50 discount, each blue coupon offers a $100 discount, and each yellow coupon offers a $200 discount. Customers will draw one coupon from each box.

What is the probability that a customer's discount coupons will be worth exactly $150? (Round to the nearest whole number.)

Question

As part of a promotional campaign, a supermarket is running a raffle for select customers. There are two boxes filled with raffle coupons. Each box contains red, blue, and yellow coupons. Each red coupon offers a $50 discount, each blue coupon offers a $100 discount, and each yellow coupon offers a $200 discount. Customers will draw one coupon from each box.

What is the probability that a customer's discount coupons will be worth exactly $150? (Round to the nearest whole number.)

oofmaggs · Answer

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cancer · Answer

What's the probability of drawing a red/yellow/blue? 1/3?

cancer · Answer

If so, then the only way to get $150 is either get a red then a blue or a blue then a red.
The chances of either happening is 1/9 so add them together and you get 2/9 = .2222222222

oofmaggs · Answer

Thank you

YoungStudier · Answer

Oi vey my dude just work 'em through the problem insteada just supplying the numbers
Friggin n00bs.

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