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Thread: maths question
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5th March 2008, 12:13 AM #16
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5th March 2008, 12:28 AM #17the length of each side is 10and the length of each side of the square is 8
The hypotenuse is 10
The centre of the pyramid is 90 degrees
c2 = 10*10;
b2 = 4*4;
a2 = rise*rise;
c2=a2+b2;
100=c2;
16=b2;
84=100-16;
9.165151389911680013176094387456 = √ 84;
height = 9.165151389911680013176094387456
its too late to write this properly and do it properlyc2=a2+b2;
When buildings made with lime are subjected to small movements thay are more likely to develop many fine cracks than the individual large cracks which occur in stiffer cement-bound buildings. Water penetration can dissolve the 'free' lime and transport it. As the water evaporates, this lime is deposited and begins to heal the cracks. This process is called autogenous healing.
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5th March 2008, 12:42 AM #18the length of each side is 10c2=a2+b2;
When buildings made with lime are subjected to small movements thay are more likely to develop many fine cracks than the individual large cracks which occur in stiffer cement-bound buildings. Water penetration can dissolve the 'free' lime and transport it. As the water evaporates, this lime is deposited and begins to heal the cracks. This process is called autogenous healing.
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5th March 2008, 01:08 AM #19
Mate he asked for the height of the pryamid not the length from the centre of one side to the apex , check out wongo's drawing
RgdsAshore
The trouble with life is there's no background music.
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5th March 2008, 08:20 AM #20
Now wongo, if the pyramid was attached to a lathe 20mm offset at the apex and also spinning on its own, what is the rate of change of the angle between the lathe centre and one corner of the square base. (lathe going at 100rpm and box spinning at 1 rpm)
Mick
avantguardian
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5th March 2008, 08:37 AM #21
Headache material
> Now wongo, if the pyramid was attached to a lathe 20m offset at the apex
< SNIP >
and box spinning at 1 rpm)
OK!!!
NOW I DO have that Headache I was thinking of earlier.Navvi
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5th March 2008, 08:57 AM #22
20mm offset twas meant to be
Mick
avantguardian
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5th March 2008, 09:06 AM #23
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5th March 2008, 09:15 AM #24
come on now, that's an easy question.
The harder question would be the rate of change of the volume of the pyramid defined by base of the spinning pyramid with the spindle of the lathe as its apex. (in mm³/s)
that almost made my head explode just thinking about itMick
avantguardian
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5th March 2008, 09:25 AM #25
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5th March 2008, 11:37 AM #26
whats wrong with applied calculus. If ever a student asks 'What will we ever need this for?' you can tell em to work out the rate of change of volume on a spinning offset pyramid. It very useful information if you want to know that sort of thing. Even if you're not a teacher
Mick
avantguardian
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5th March 2008, 12:45 PM #27
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5th March 2008, 03:10 PM #28
wus
Mick
avantguardian
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5th March 2008, 08:10 PM #29
the winner for the maths quizz ,sorry all l had to go after posting question ,no tell the truth l wasn't home and my little pincess rang me on the mobile so l told her to start a math thread to help her with her maths homework
not to talk to wongo is the only advice l was able give her on the matter of maths, turn her into some pen in top shirt pocket pen pusher, button pushing clerksmile and the world will smile with you
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5th March 2008, 09:04 PM #30
Care to post the math or formula?
c2=a2+b2;
When buildings made with lime are subjected to small movements thay are more likely to develop many fine cracks than the individual large cracks which occur in stiffer cement-bound buildings. Water penetration can dissolve the 'free' lime and transport it. As the water evaporates, this lime is deposited and begins to heal the cracks. This process is called autogenous healing.
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