Question

You roll a six-sided fair die. If you roll a 1, you win $20 If you roll a 2, you win $29 If you roll a 3, you win $26 If you roll a 4, you win $21 If you roll a 5, you win $15 If you roll a 6, you win $30 What is the expected value for this game? Caution: Try to do your calculations without any intermediate rounding to maintain the most accurate result possible. Round your answer to the nearest penny (two decimal places). Answer = $

          You roll a six-sided fair die.
If you roll a 1, you win $20
If you roll a 2, you win $29
If you roll a 3, you win $26
If you roll a 4, you win $21
If you roll a 5, you win $15
If you roll a 6, you win $30

What is the expected value for this game?

Caution: Try to do your calculations without any intermediate rounding to maintain the most accurate result possible. Round your answer to the nearest penny (two decimal places).

Answer = $

You roll a six-sided fair die.
If you roll a 1, you win 20
If you roll a 2, you win29
If you roll a 3, you win 26
If you roll a 4, you win21
If you roll a 5, you win 15
If you roll a 6, you win30

What is the expected value for this game?

Caution: Try to do your calculations without any intermediate rounding to maintain the most accurate result possible. Round your answer to the nearest penny (two decimal places).

Answer =

Added by Matthew S.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Ashwin Banarsee

11/02/2021

Step 1

The expected value of a game of chance is the average amount of money you can expect to win (or lose) per play if the game were played many times. It is calculated by multiplying each possible outcome by the probability of that outcome, then summing all those Show more…

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You roll a six-sided fair die. If you roll a 1, you win $20 If you roll a 2, you win $29 If you roll a 3, you win $26 If you roll a 4, you win $21 If you roll a 5, you win $15 If you roll a 6, you win $30 What is the expected value for this game? Caution: Try to do your calculations without any intermediate rounding to maintain the most accurate result possible. Round your answer to the nearest penny (two decimal places).