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silvia
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#1
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silvia
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VREM SA FACEM UN ACVARIU TRIUNGHIULAR CU DIMENSIUNILE : FATA ACVARIULUI DE 85 CM , LATURILE DE 60 CM SI INALTIME DE 40 CM.
NE INTERESEAZA GROSIMEA GEAMULUI, SOLUTIA DE LIPIT , VOLUMUL DAT DE ACESTE DIMENSIUNI SI DACA SE GASESTE GATA FACUT LA CE PRET
MULTUMIM
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Cip20
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#2
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Cip20
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Din cate imi dau seama o sa iasa un trunchi de piramida triunghiulara cu bazele egale. Cauta printr-o carte de mate volumul trunchiului de piramida , o sa gasesti singurica raspunsul. Clasa a 9, cand eram eu....
Solutie de lipit ar fi silicon de acvariu, dar datorita unghiurilor interioare foarte mici s-ar putea sa ai probleme.
In comert nu am vazut, am colindat magazinele de curand si nimic de genu...
Poate la geamgiu sa faci pe comanda.
Spor la treaba !
PS : NU MAI SCRIE CU MAJUSCULE CA E FOARTE GREU DE CITIT.
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alexthe1
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#3
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alexthe1
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E un magazin de lactate in constanta pe 1 decembrie colt cu bucuresti. AM vazut ca au un acvariu trunchi de piramida. Intreaba acolo poate te pot ajuta. Adeziv: Silicon (dar sa fie de acvariu)
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Nice one doc'! |
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Cip20
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 19:27:46
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Cip20
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Eu am fost in Hornbach, zoomania, animax si am vizitat o gramada de site-uri si nu am vazut... poate oi fi chior...
E simplu si aproape de casa se pare...
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silvia
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 19:46:27
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silvia
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"multumesc" de incurajari : daca am scris pe forum inseamna ca cer ajutorul celor mai experimentati si daca tot te crezi mai descurcaret , poate ai tu la indemana un manual de clasa ix in care se afla formula de calcul a volumului . Am cautat ceva similar pe net dar nu am gasit formula potrivita .
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alexthe1
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 19:53:40
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#6
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alexthe1
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Formula este urmatoarea:
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Nice one doc'! |
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alexthe1
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#7
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alexthe1
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Am uitat sa specific:
* V volumul
* A si a aria bazei mari, respectiv mici
* h : inaltimea (sau distanta intre cele doua baze)
* r : raza
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Nice one doc'! |
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vampirex
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#8
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vampirex
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unde:
V : volumul
A : aria bazei mari
a : aria bazei mici
h : inaltimea (sau distanta intre cele doua baze)
iar in cazul tau A = a >>> baze egale
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CristiCiju
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 20:01:59
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#9
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CristiCiju
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Din ce am inteles eu nu ar fi trunchi de piramida. Sau nu am inteles eu bine sau nu mai tin minte geometria...
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vampirex
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#10
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vampirex
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vampirex
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#11
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vampirex
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Trunchi de piramida doar ca in cazul acesta bazele au arii egale ....
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CristiCiju
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#12
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CristiCiju
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Nu e prisma triunghiulara?
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vampirex
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 20:32:34
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#13
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vampirex
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e prisma ??? .... la prisma baza e triunghi echilateral iar ea zicea ca vrea ca o latura sa fie de 85 si celelalte de 60, atunci baza e triunghi isoscel ... tot prisma e ??? ... oricum pana intra un elev de liceu sa ne lamureasca cred ca eu unu o sa cam tac  pana nu ma fac de tot de ras
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CristiCiju
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 20:42:15
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CristiCiju
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vampirex wrote:... pana nu ma fac de tot de ras
Sau eu...
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m_3
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 21:07:41
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#15
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m_3
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Mai fratilor mai lasati-o cu trunchiuri de piramida, prisme, triunghiuri isoscele, echilaterale si alea alea. E un acvariu triunghiular. Si daca vreti sa ii aflati volumul "babeste" si simplu, imaginativa ca lipiti de el inca un acvariu de aceleasi dimensiuni. O sa va dea un paralelipiped (un acvariu normal). Aplicati formula pentru volumul lui (H X h X l) si impartiti rezultatul la 2 si ati aflat volumul.
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spulberica
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 21:19:34
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spulberica
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Merge? :-)
Si ca sa ne lamurim, avand in vedere ca este un corp similar paralelogramului unde baza este un triunghi, volumul este egal cu suprafata bazei inmultita cu inaltimea =>
V=45*85*x unde x este distanta de la varful dreptunghiular al bazei la mijlocul laturii mari. P'asta nu-mi amintesc s-o calculez dar traiasca ruleta.
Am ramas corigent pe vara la mate intr-a noua
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CristiCiju
![[Post New]](/forum/templates/default/images/icon_minipost_new.gif) 02/03/2009 21:31:43
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CristiCiju
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Suprafata bazei poti s-o calculezi ca produsul catetelor impartit la 2. :jajaja: Si nu mai trebuie sa masori (calculezi) ixul...
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spulberica
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spulberica
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Suprafata bazei poti s-o calculezi ca produsul catetelor impartit la 2. Si nu mai trebuie sa masori (calculezi) ixul...
True, cred ca d'asta am ramas corigent
Dupa nesfarsite deliberari, volumul brut al acvariului este de 81 de litri
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m_3
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#19
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m_3
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Eu inca tot nu vad de unde si pana unde trebuie sa calculati volumul unui trunchi de piramida. Eu nu vad nici un trunchi de piramida in poza aceasta care reprezinta exact acvariul lui Silvia.
Uite aici despre ce vorbeam in celalalt post. Daca calculati volumul acestui corp va fi: 60 x 60 x 40 = 144 litri. Il impartiti la 2 si va da exact 72 litri, adica volumul acvariului lui Silvia. Defapt asta o interesa, nu lectii de geometrie...
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m_3
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#20
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m_3
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Si daca pun 45 in loc de 40 cm inaltimea va da exact cat trebuie. Nu am retinut exact dimensiunile. Scuzati de greseala.
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