- HC Frydek Mistek – Horacka Slavia Trebic / 180$
- HC Banik Sokolov – Prostejov / 183$
- Dukla Jihlava – Slavia Praha / 172$
- TJSC Kolin – Litomerice / 173$
- HC RT Torax Poruba – VHK Vsetin / 167$
- Real Madrid – Barcelona / 210$
- Kryvbas Kryvyi Rig – LNZ Cherkasy / 197$
- Las Palmas – Girona / 178$
- Rayo Vallecano – Alaves / 219$
- Valladolid – Villarreal / 175$
Passing yards per completion
In American football, the statistical metric known as “passing yards per completion” is a quantitative measure denoting the average yardage acquired per completed throw. The calculation involves the division of the aggregate passing yards by the aggregate number of completed passes. The following is an analysis of the methodology for calculating it:
Passing yards refer to the cumulative distance covered during successful passing plays. The cumulative total of yards gained by the receiver after successfully receiving the ball is calculated each time a pass is completed, until the receiver is tackled, steps out of bounds, or scores.
The metric “completed passes” refers to the total count of passes successfully received by the intended receiver, excluding those incomplete or intercepted.
To determine the metric of “passing yards per completion,” it is necessary to do a calculation.
The metric “Passing Yards per Completion” may be calculated by dividing the total passing yards by the total number of completed passes.
The passing yards per completion may be calculated by dividing the total number of completed passes by the total number of passing yards.
As an illustration, in the scenario where a quarterback has accumulated 300 yards through 20 completions, the metric for average passing yards per completion may be calculated as follows:
The calculation for passing yards per completion is determined by dividing the total passing yards by the number of completions. In this case, the calculation is as follows: 300 passing yards divided by 20 completions, resulting in an average of 15 yards per completion.
This statistical measure may be utilized to assess the efficacy and efficiency of a quarterback’s performance in the passing aspect of the game. A higher mean value suggests a more dynamic passing attack, characterized by a proclivity for successfully executing longer throws. Conversely, a lower mean value may imply a more cautious game plan, emphasizing shorter passes as a strategic approach.