I am looking at a BenQ LK936ST. It has a zoom ratio of 1.1x and a throw ratio of 0.81 ~0.89. This is consistent with the marketing materials which say "Fill a 14 foot wide screen from less than 12 feet away" (which would require a throw ratio of 0.857).
I need to fill a 180.4" x 112.7" screen (16:10), but I have a limited area in the ceiling within which to mount the projector. Accounting for the depth of the projector unit itself, the farthest away I can get the lens from the screen is 148".
At a throw ratio of 0.81, this will, conveniently, be almost exactly perfect as the throw distance for a 180.4" wide image at a 0.81 throw ratio is 146-1/8".
HOWEVER, every calculator I've used for this projector -- both the BenQ calculator and the ProjectorCentral calculator -- conclude that the closest I can get to the screen is 162.4", which is well over a foot longer. That throw distance will not work.
Does anyone know why the calculators would seem to be this far off? Are they off? Should I trust the math or trust the calculators? In this case, the difference between the two determines whether this will work or it won't.
Thanks in advance!
I need to fill a 180.4" x 112.7" screen (16:10), but I have a limited area in the ceiling within which to mount the projector. Accounting for the depth of the projector unit itself, the farthest away I can get the lens from the screen is 148".
At a throw ratio of 0.81, this will, conveniently, be almost exactly perfect as the throw distance for a 180.4" wide image at a 0.81 throw ratio is 146-1/8".
HOWEVER, every calculator I've used for this projector -- both the BenQ calculator and the ProjectorCentral calculator -- conclude that the closest I can get to the screen is 162.4", which is well over a foot longer. That throw distance will not work.
Does anyone know why the calculators would seem to be this far off? Are they off? Should I trust the math or trust the calculators? In this case, the difference between the two determines whether this will work or it won't.
Thanks in advance!
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