We have all been annoyed or surprised by playing partners who immediately yell 'let's play back tee's' on a course with a par of less than 72. Often the scorecard yardage is not translated to the relative difficulty (par) of the course by these players and ego drives middle handicappers to the tips and 4 hour+ rounds.
However it is not just par influencing relative distance on the numerical side of things (I am not even talking about firmness, wind elevations etc.), also the make up of the holes has influence; a set of two par 4 holes is usually longer than a set of one par 3 and one par 5. So courses with more par 3's generally play longer than its yardage. To measure the extent of this effect, one can do some calculations based on average par 3, par 4 and par 5 length and compare yardages. This is what I have tried to do.
Everybody knows which tee's to choose on a par 72 (4-10-4) course, but it becomes more difficult on for instance a par 70 (5-10-3) layout. Pasatiempo is an example of such a course. Its medal yardage is 6125, on the first glance below average, tempting players to play the back tee's at 6500 yards. But how do these yardages compare to the traditional par 72 (4-10-4) course?
The average back tee yardages for par 3, 4 and 5 holes at Pasa are as follows; 178, 401, 533 (rounded). This would translate to a par 72 (4-10-4) course of no less than 6854 yards. Probably not corresponding to the tee's that our middle hcapper would choose to play
on a (4-10-4) course. In other words due to its par and its (5-10-3)-routing the course plays some 355 yards longer than its yardage.
Similarly one can calculate that The Berkshire red's (6-6-6)-routing plays almost 200 yards longer than a traditional (4-10-4)-course. I found these differences greater than expected. It struck me that for a (5-10-3) routed course one also needs over 350 yds less ground to create a course with similar relative length to a traditional par 72, something archies can surely
use to their advantage on restricted sites.
What are your thoughts on this?