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# 20082009 Kontinental Hockey League Regular Season Scoring Leaders

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@MartyMurray In third option, why did you consider amount of time on the ice per game as an average time on the ice per game ? Though answer is correct (Inconsistent) in either of the choices, I marked Incosistent solely based on the logic that we were given average time and not time.

Please correct me if i am wrong.

­The wording "per game" basically subsumes the concept of average. After all, in this context, "time per game" does not mean the exact time played in each game. It names a single time that is the average time the player was in a game.

It may help to consider another example, the concept of "per capita income." That term is synonymous with "the average income per person" even though it doesn't include the word "average."

Also, notice that "TOI/G" stands for "time on ice per game," once again not including the word "average."

So, we can safely decide that "amount of time on the ice per game" refers to the values in the column labeled "TOI/G."
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­2008–2009 Kontinental Hockey League

NameTeamGP^1A^2PIM^3TOI/G^4
Brendl, PavelTorpedo56154816:03
Dallman, KevinBarys533013725:17
Glazachev, KonstantinBarys56243020:13
Hossa, MarcelDinamo522211819:24
Jágr, JaromírAvangard55286217:52
Korolyuk, AlexanderAtlant56323215:23
Marek, JanMetallurg53376218:44
Mårtensson, TonyAK55352217:00
Morozov, AlekseyAK49392218:42
Mozyakin, SergeiAtlant56421418:50
Perezhogin, AlexanderSalavat55243217:10
Pirnes, EsaAtlant51288418:26
Spiridonov, MaximBarys49263617:24
Sushinski, MaximSKA48278318:18
Tereschenko, AlexeiSalavat55292218:31
Yashin, AlexeiLokomotiv56263017:18
Zaripov, DanisAK56312618:10

1. GP-Games played
2. A-Assists
3. PIM-Penalties in minutes
4. TOI/G-Average time on the ice per game

For each of the following statements about the players in the table, select Consistent if it is consistent with the information in the table, and otherwise select Inconsistent

The player with the highest average time on the ice per game also had the highest penalties in minutes per game.

To see whether the same player had the highest average time on the ice per game and the highest penalties in minutes, we can sort the table by each of these statistics and see whether the same player shows up at the high end of the list in each case.

Sorting by TOI/G, we see that the player with the highest average time on the ice per game is Dallman, Kevin.

Sorting by PIM, we see that the player with the highest penalties in minutes is also Dallman, Kevin.

Select Consistent.

The player who played in the fewest games also had the most assists per game.

First, to see who played in the fewest games, sort by GP.

Doing so, we find that the player with the fewest games played is Sushinski, Maxim.

Then, to see whether Sushinski also had the most assists per game, sort by A.

Doing so, we find that a different player had the most assists, Mozyakin, Sergei.

Select Inconsistent.

Two of the listed players who played the median number of games in the season had greater than the median amount of time on the ice per game.

To find the median number of games played and the players who played that number of games, sort by GP and count to the middle value. Since there are 19 players, the median is the tenth value, which is 55.

The players who played 55 games each are Perezhogin, Alexander; Jágr, Jaromír; Tereschenko, Alexei; and Mårtensson, Tony.

Now, to find the median amount of time on the ice per game, sort by TOI/G and then count to the tenth value, which is 18:10.

Leaving that column sorted, check to see whether two of the players Perezhogin, Alexander; Jágr, Jaromír; Tereschenko, Alexei; and Mårtensson, Tony had more than 18:10 minutes on the ice per game. Doing so, we see that only one of the players, Tereschenko, Alexei, had more than 18:10 minutes on the ice per game.

Select Inconsistent.

­
MartyMurray

There are 19 players in total the median will be average of 9th and 10th entries and median doesnt relate with any specific player..is this right? Please reply.
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SirSanguine wrote:
MartyMurray

There are 19 players in total the median will be average of 9th and 10th entries and median doesnt relate with any specific player..is this right? Please reply.

­Since the number of players, 19, is odd, the median is simply the middle value, which is the tenth value.

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19­

Notice that there are nine values above and nine value below the tenth. So, it's dead center.
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MartyMurray In this question, Penalties in Minutes is also assumed to be mentioned "per game"?
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pratiksha1998 wrote:
MartyMurray In this question, Penalties in Minutes is also assumed to be mentioned "per game"?

­No, it's for the entire season.

In case we weren't sure, we can confirm that it is for the season by noticing that some players have high numbers for penalties in minutes, such as 137, 118, and 84. It doesn't make sense that a player would spend 137 minutes in the penalty box per game since 137 minutes is over two hours and a hockey game would not take over two hours.
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MartyMurray wrote:
pratiksha1998 wrote:
MartyMurray In this question, Penalties in Minutes is also assumed to be mentioned "per game"?

­No, it's for the entire season.

In case we weren't sure, we can confirm that it is for the season by noticing that some players have high numbers for penalties in minutes, such as 137, 118, and 84. It doesn't make sense that a player would spend 137 minutes in the penalty box per game since 137 minutes is over two hours and a hockey game would not take over two hours.

­Hi MartyMurray

What logic do you use to interpret the number of assists as the number of assists per game? Is this because if it represented the number of assists across the entire season, the number of assists per game would be less than one (e.g. 27/48 for Sushinski, Maxim) for all players? But this makes me wonder - if the number of assists were greater, then we'd end up with values over 1. Would appreciate your thoughts! ­
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MartyMurray wrote:
­2008–2009 Kontinental Hockey League

NameTeamGP^1A^2PIM^3TOI/G^4
Brendl, PavelTorpedo56154816:03
Dallman, KevinBarys533013725:17
Glazachev, KonstantinBarys56243020:13
Hossa, MarcelDinamo522211819:24
Jágr, JaromírAvangard55286217:52
Korolyuk, AlexanderAtlant56323215:23
Marek, JanMetallurg53376218:44
Mårtensson, TonyAK55352217:00
Morozov, AlekseyAK49392218:42
Mozyakin, SergeiAtlant56421418:50
Perezhogin, AlexanderSalavat55243217:10
Pirnes, EsaAtlant51288418:26
Spiridonov, MaximBarys49263617:24
Sushinski, MaximSKA48278318:18
Tereschenko, AlexeiSalavat55292218:31
Yashin, AlexeiLokomotiv56263017:18
Zaripov, DanisAK56312618:10

1. GP-Games played
2. A-Assists
3. PIM-Penalties in minutes
4. TOI/G-Average time on the ice per game

For each of the following statements about the players in the table, select Consistent if it is consistent with the information in the table, and otherwise select Inconsistent

The player with the highest average time on the ice per game also had the highest penalties in minutes per game.

To see whether the same player had the highest average time on the ice per game and the highest penalties in minutes, we can sort the table by each of these statistics and see whether the same player shows up at the high end of the list in each case.

Sorting by TOI/G, we see that the player with the highest average time on the ice per game is Dallman, Kevin.

Sorting by PIM, we see that the player with the highest penalties in minutes is also Dallman, Kevin.

Select Consistent.

The player who played in the fewest games also had the most assists per game.

First, to see who played in the fewest games, sort by GP.

Doing so, we find that the player with the fewest games played is Sushinski, Maxim.

Then, to see whether Sushinski also had the most assists per game, sort by A.

Doing so, we find that a different player had the most assists, Mozyakin, Sergei.

Select Inconsistent.

Two of the listed players who played the median number of games in the season had greater than the median amount of time on the ice per game.

To find the median number of games played and the players who played that number of games, sort by GP and count to the middle value. Since there are 19 players, the median is the tenth value, which is 55.

The players who played 55 games each are Perezhogin, Alexander; Jágr, Jaromír; Tereschenko, Alexei; and Mårtensson, Tony.

Now, to find the median amount of time on the ice per game, sort by TOI/G and then count to the tenth value, which is 18:10.

Leaving that column sorted, check to see whether two of the players Perezhogin, Alexander; Jágr, Jaromír; Tereschenko, Alexei; and Mårtensson, Tony had more than 18:10 minutes on the ice per game. Doing so, we see that only one of the players, Tereschenko, Alexei, had more than 18:10 minutes on the ice per game.

Select Inconsistent.