It is probably about 160 for men and 140 for women.
The sample of 187 bowlers can be used to estimate the mean score of the entire population of 999 bowlers. If the sample is representative, the mean score calculated from the 187 bowlers can provide a good approximation of the mean score for all 999 bowlers. However, to find the true population mean, you would ideally want to calculate it using scores from all 999 bowlers.
Averaging all types of bowlers and leagues, a good guess is 150-160 for men bowlers and 130-140 for women. That would really depend on what you are comparing. For instance, the above answer might be good for your local mixed league or just general open play bowling. However if your were in a more competitive league either mixed, or same sex, the average scores would be much higher. The age/experience of the bowlers in question would also affect the outcome.
The average score on an IQ test is about 100. If you score higher than that, your score will be above average.
The average IQ score is ALWAYS 100.
The average IQ score for a 12 year old is 100. Then again, the average IQ score for all age groups are 100, by definition.
The average score that professional bowlers achieve in a game is around 200 to 220 points.
USBC membership is roughly 1.2 million in the 2015/16 bowling season.
Professional bowlers typically achieve an average score of around 200-220 in a game.
The average PBA score among professional bowlers is around 200-220 points per game.
The average pro bowling score achieved by professional bowlers is around 200-220 points per game.
Add all 4 scores together. Then divide by 4 (the number of bowlers) the number will be their average score.
The average bowling score for professional bowlers is around 200-220 points per game.
136.75
Well, 128.75 is the average. Its estimated to 130... but why'd you need someone to answer it for you. Its simple math. It's Easily answerable in your head... well for me anyway... but i have an IQ of 149 which is ranked as genius.
The sample of 187 bowlers can be used to estimate the mean score of the entire population of 999 bowlers. If the sample is representative, the mean score calculated from the 187 bowlers can provide a good approximation of the mean score for all 999 bowlers. However, to find the true population mean, you would ideally want to calculate it using scores from all 999 bowlers.
136.25
To get the average, add the scores, then divide by 4 (since in this case there are 4 players).