Question

10. How many different outcomes are possible if seven identical six-sided dice are thrown? (An outcome is the collection of numbers, with repetition, visible on the top faces of the dice.) Solution: Since each die has six faces, we see that the number of possible outcomes if seven identical dice are thrown is 12 (7 + 6-¹) = (¹²) 7 12! 715! = 792.

Name: 10 how many different outcomes are possible if seven identical six sided dice are thrown an outcome is the collection of numbers with repetition visible on the top faces of the dice solution 65338
Uploaded: 2022-06-29T12:15:03-08:00
Duration: 5 min 32 s
Channel: Adi S
Description: 10 how many different outcomes are possible if seven identical six sided dice are thrown an outcome is the collection of numbers with repetition visible on the top faces of the dice solution 65338

          10. How many different outcomes are possible if seven identical six-sided dice are thrown? (An outcome is the collection of numbers, with repetition, visible on the top faces of the dice.) Solution: Since each die has six faces, we see that the number of possible outcomes if seven identical dice are thrown is 12 (7 + 6-¹) = (¹²) 7 12! 715! = 792.

Added by Devin D.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Adi S

06/29/2022

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Step 1: Since each die has six faces, the number of possible outcomes for one die is 6. Show more…

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10. How many different outcomes are possible if seven identical six-sided dice are thrown? (An outcome is the collection of numbers, with repetition, visible on the top faces of the dice.) Solution: Since each die has six faces, we see that the number of possible outcomes if seven identical dice are thrown is 12 (7 + 6-¹) = (¹²) 7 12! 715! = 792.