Putuq nisqapaq musuqchasqapura wakin kaynin

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a «Pilla t'asra» «Putuq»-man astasqa
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Siq'i 1:
[[ImageRikcha:Trapezoid.svg|thumb|right|200px|PillaPutuq (pilla t'asra).]]
'''Putuq''', '''Pilla t'asra''' icha '''Trapisyu''' ([[kastilla simi]]pimanta: ''trapecio'') nisqaqa iskay chimpa kaq [[chimpanasqa]] (chasllasqa) kaq [[chiru]]yuq kaq, wakin chiruntaq mana chimpanasqa kaptintaqmi.
 
{| {{prettytable}}
Siq'i 9:
| <math>A \, =\, \frac{a+c}{2} \cdot h</math>
|----
! align="left" | ''[[HöheSayay]]'' nin
| <math>h \, = \, b \cdot \sin\gamma = d \cdot \sin\delta</math>
|----
! align="left" | ''Höhe''Sayaynin
| <math>h \, = \, \frac{2}{c-a} \sqrt{s (s-(c-a)) (s-b) (s-d)}</math>, mit <math>s \, = \, \frac{(c-a)+b+d}{2}</math>
|---- valign="top"
! align="left" | [[Diagonale (Geometrie)|''Diagonalenlänge''Chiqalluwaq]]pa suni kaynin
| <math>e \, = \, \sqrt{a^2 + b^2 - 2\,a\, b\, \cos \beta} = \sqrt{c^2 + d^2 - 2\,c\,d\, \cos \delta}</math> <br />
<math>f \, = \, \sqrt{a^2 + d^2 - 2\,a\,d\,\cos\alpha} = \sqrt{b^2 + c^2 - 2\,b\,c\,\cos\gamma}</math>
|----
| Suni kayninkuna
| ''Seitenlängen''
| <math>a,\,b,\,c,\,d</math>
|----
| Ukhu k'uchunkunap hatun kaynin
| ''Größen der Innenwinkel''
| <math>\alpha,\,\beta,\,\gamma,\,\delta</math>
|----
| [[Iruru muyu]] / [[siwiq]] (''circunferencia'')
| <math>a+b+c+d</math>
|}
"https://qu.wikipedia.org/wiki/Putuq" p'anqamanta chaskisqa (Wikipedia, Qhichwa / Quechua)