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How do I work out the Height of this triangle if I know all sizes?

lancslass2008
Posts: 200 Forumite
in Techie Stuff
Hi all
I am trying to cut a Triangular piece of glass from a Giant square sheet that is 3210mm x 2250mm. I have all sizes:
Here is the triangle a /\ b Where a is one side and b is the other.
The bottom _ of the Triangle is c
So, my sizes are:
a=1435mm
b=1435mm
c=2030mm
So, obviously I know all my sizes. I just want to know how high the Triangle is from the centre point of the bottom line 'C'. By this I mean that my bottom line is 2030mm in length. Of course the centre of this bottom line is 1015mm. So, what is the height at where the two sides (both 1435mm) meet?
Thanks all.
A bit thick I know, but I need to know this.
Thanks
I am trying to cut a Triangular piece of glass from a Giant square sheet that is 3210mm x 2250mm. I have all sizes:
Here is the triangle a /\ b Where a is one side and b is the other.
The bottom _ of the Triangle is c
So, my sizes are:
a=1435mm
b=1435mm
c=2030mm
So, obviously I know all my sizes. I just want to know how high the Triangle is from the centre point of the bottom line 'C'. By this I mean that my bottom line is 2030mm in length. Of course the centre of this bottom line is 1015mm. So, what is the height at where the two sides (both 1435mm) meet?
Thanks all.
A bit thick I know, but I need to know this.
Thanks
0
Comments
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I make it 1014.3963mm2.22kWp Solar PV system installed Oct 2010, Fronius IG20 Inverter, south facing (-5 deg), 30 degree pitch, no shadingEverything will be alright in the end so, if it’s not yet alright, it means it’s not yet the endMFW #4 OPs: 2018 £866.89, 2019 £1322.33, 2020 £1337.07
2021 £1250.00, 2022 £1500.00, 2023 £1500, 2024 £13502025 target = £1200, YTD £460
Quidquid Latine dictum sit altum videtur0 -
I agree with jackie. 1014.3960
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Thanks Thenig
lancslass2008 - it's a long time since I went to school, but IIRC this is how I'd work it out.....
The line from the top point to the centre of the bottom line splits the triangle into 2 right angled triangles (back to back)
Pythagoras's theorem says the square of the hypotoneuse (the long side opposite the right angle, 1435mm) is equal to the sum of the squares of the other two sides
1435 squared = 2059225
1015 squared = 1030225
So the measurement you are after is the square root of 1029000 (2059225 - 1030225) which, according to my calculation, is 1014.39632.22kWp Solar PV system installed Oct 2010, Fronius IG20 Inverter, south facing (-5 deg), 30 degree pitch, no shadingEverything will be alright in the end so, if it’s not yet alright, it means it’s not yet the endMFW #4 OPs: 2018 £866.89, 2019 £1322.33, 2020 £1337.07
2021 £1250.00, 2022 £1500.00, 2023 £1500, 2024 £13502025 target = £1200, YTD £460
Quidquid Latine dictum sit altum videtur0 -
I agree too, 1014.396
Good luck with the cutting.0 -
I get the same as jackie
EDIT ... & everyone else0 -
Agreed it's 1014.396.
You need to use Pythagorean theorem (have a look here: http://en.wikipedia.org/wiki/Pythagorean_theorem)
and you use half of the bottom side (since you want the line down the middle)
ie, use imaginary line d as straight up and down, and c is now 1015 (half the total length)
so d = square root of (1015 squared) - (1435 squared)
EDIT: Jackieblack explained it much better than me
NiVZ0 -
WOW, WOW, WOW
I must be thick! I still can't work it out, lol. However, seven answers within 30 mins of me posting this.
OK, guys n gals, please can you work this one out please:
Bottom is 2627
Both sides are 1708
Height is ?
Thanks all0 -
I get 1091.7792
but I'd wait for a few other answers to be sure that I haven't messed it up somehow0 -
OK, guys n gals, please can you work this one out please:
Bottom is 2627
Both sides are 1708
Height is ?
I get 1091.77916 for the second triangle
NiVZ0
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