Two players, A and B, both played seven matches to reach the final of a tennis tournament.

Question:

Two players, A and B, both played seven matches to reach the final of a tennis tournament. The number of games that each of them won in these matches are given in the following back-to-back stem-and-leaf diagram.

a. How many fewer games did player B win than player A?

b. Find the median number of games won by each player.

c. In a single stem-and-leaf diagram, show the number of games won by these two players in all of the 14 matches they played to reach the final.

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Cambridge International AS & A Level Mathematics Probability & Statistics 1 Coursebook

ISBN: 9781108407304

1st Edition

Authors: Dean Chalmers, Julian Gilbey

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Two players, A and B, both played seven matches to reach the final of a tennis tournament.

Question:

Player A Player B Key: 5|2|6 189 220 2113 4 875 26 3 3 represents 25 games for A and 26 games for B

Step by Step Answer:

To find the answers to the questions lets analyze the given backtoback stemandleaf diagram and calcu...View the full answer

Cambridge International AS & A Level Mathematics Probability & Statistics 1 Coursebook

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