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Interior and exterior is just a fraction of 360 degrees. Sine, Cosine and Tangent
5.9m or the wheel width is 'Adjacent'
Two numbers needed for 'Hypotenuse' and 'Opposite'
Using of the 6.1 from hitch as the 'Hypotenuse' seems reasonable. You added the 90 degree right angle to make it easy
We have two sides so you know the formula. Sing It loud
Colin Dodds - Pythagorean Theorem (Math Song) - YouTube
hypotenuse......mt everest base camp toilet
An easy way to do this calculation is knowing the sides of a right angle triangle are always in the ratio of 3:4:5.Quote:
Originally Posted by NavyDiver
Quote:
Originally Posted by RANDLOVER
What about 5, 12, 13 et al?
Quote:
Originally Posted by gavinwibrow
Common Pythagorean triples[edit]
Main article: Pythagorean triple
There are several Pythagorean triples which are well-known, including those with sides in the ratios:
3: 4 :5
5: 12 :13
8: 15 :17
7: 24 :25
9: 40 :41
Special right triangle - Wikipedia
Rather than just run over some shrubs I asked the parks head maintenance guy what he'd like me to do, turn right and ruin some plants or turn left and squeeze between a light pole and a van hitch, "turn left" he said and when i stopped due to lack of clearence with said pole, he just walked over, pulled it out of the ground and waved me on !
Who needs geometry when you have janitors?Quote:
Originally Posted by Pedro_The_Swift
:Rolling::Rolling::Rolling::clap2: And you had half the forum worried that you would be trapped there forever!Quote:
Originally Posted by Pedro_The_Swift
There is, of course, one question as yet unasked: How did you get the thing in there in the first place?? Skyhooks?
I assumed it was a drive through site, with a tight exit.Quote:
Originally Posted by Tins
Pedro is many things, but a fool is not one of them.