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Gae
/
Didirisiwa tsa Mmetse
/
Khalekhuleitara ya Kgaolo
Khalekhuleitara ya Kgaolo e e nang le Difomula
Sekwere
Khutlonnetsepa
Khutlotharo
Paralelokeramo
Seterapesi
Sediko
Kgakololo
Sekwere
Kgaolo ya sekwere
=
Sekwere sa boleele jwa letlhakore
×
Sekwere sa boleele jwa letlhakore
\text{Kgaolo ya sekwere} = \text{Sekwere sa boleele jwa letlhakore} \times \text{Sekwere sa boleele jwa letlhakore}
Kgaolo ya sekwere
=
Sekwere sa boleele jwa letlhakore
×
Sekwere sa boleele jwa letlhakore
Tsweetswee tsenya boleele jwa sekwere sa letlhakore
Dipholo tsa pontsho ya ntlha e e tlhomameng
Kgaolo ya sekwere:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Khutlonnetsepa
Kgaolo ya khutlonnetsepa
=
Bophara jwa khutlonnetsepa
×
Bogodimo jwa khutlonnetsepa
\text{Kgaolo ya khutlonnetsepa} = \text{Bophara jwa khutlonnetsepa} \times \text{Bogodimo jwa khutlonnetsepa}
Kgaolo ya khutlonnetsepa
=
Bophara jwa khutlonnetsepa
×
Bogodimo jwa khutlonnetsepa
Tsweetswee tsenya bophara jwa khutlonnetsepa
Tsweetswee tsenya bogodimo jwa khutlonnetsepa
Dipholo tsa pontsho ya ntlha e e tlhomameng
Kgaolo ya khutlonnetsepa:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Khutlotharo
Kgaolo ya khutlotharo
=
Motheo o o kwa tlase wa khutlotharo
×
Khutlotharo Bogodimo jo bo tsepameng
2
\text{Kgaolo ya khutlotharo} = \frac{\text{Motheo o o kwa tlase wa khutlotharo} \times \text{Khutlotharo Bogodimo jo bo tsepameng}}{2}
Kgaolo ya khutlotharo
=
2
Motheo o o kwa tlase wa khutlotharo
×
Khutlotharo Bogodimo jo bo tsepameng
Tsweetswee tsenya motheo o o kwa tlase wa khutlotharo
Tsweetswee tsenya bogodimo jo bo tsepameng jwa khutlotharo
Dipholo tsa pontsho ya ntlha e e tlhomameng
Kgaolo ya khutlotharo:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Paralelokeramo
Kgaolo ya paralelokeramo
=
Motheo o o kwa tlase wa paralelokeramo
×
Boleele jo bo tsepameng jwa paralelokeramo
\text{Kgaolo ya paralelokeramo} = \text{Motheo o o kwa tlase wa paralelokeramo} \times \text{Boleele jo bo tsepameng jwa paralelokeramo}
Kgaolo ya paralelokeramo
=
Motheo o o kwa tlase wa paralelokeramo
×
Boleele jo bo tsepameng jwa paralelokeramo
Tsweetswee tsenya motheo o o kwa tlase wa paralelokeramo
Tsweetswee tsenya bogodimo jo bo tsepameng jwa paralelokeramo
Dipholo tsa pontsho ya ntlha e e tlhomameng
Kgaolo ya paralelokeramo:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Seterapesi
Lefelo la terapeso
=
(
Motheo o o kwa godimo wa terapezo
+
Motheo o o kwa tlase wa trapezoid
)
×
Bogodimo jo bo tsepameng jwa terapeso
2
\text{Lefelo la terapeso} = \frac {(\text{Motheo o o kwa godimo wa terapezo} + \text{Motheo o o kwa tlase wa trapezoid}) \times \text{Bogodimo jo bo tsepameng jwa terapeso}}{2}
Lefelo la terapeso
=
2
(
Motheo o o kwa godimo wa terapezo
+
Motheo o o kwa tlase wa trapezoid
)
×
Bogodimo jo bo tsepameng jwa terapeso
Tsweetswee tsenya motheo o o kwa godimo wa trapezoid
Tsweetswee tsenya motheo o o kwa tlase wa trapezoid
Tsweetswee tsenya bogodimo jo bo tsepameng jwa trapezoid
Dipholo tsa pontsho ya ntlha e e tlhomameng
Lefelo la terapeso:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Sediko
Lefelo la sediko
=
π
×
Radiase ya sediko
×
Radiase ya sediko
\text{Lefelo la sediko} = \pi \times \text{Radiase ya sediko} \times \text{Radiase ya sediko}
Lefelo la sediko
=
π
×
Radiase ya sediko
×
Radiase ya sediko
Tsweetswee tsenya radiase ya sediko
Dipholo tsa pontsho ya ntlha e e tlhomameng
Lefelo la sediko:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Kgakololo
Lefelo la ellipse
=
π
×
Aseke e telele ya ellipse
×
Aseke e khutshwane ya ellipse
\text{Lefelo la ellipse} = \pi \times \text{Aseke e telele ya ellipse} \times \text{Aseke e khutshwane ya ellipse}
Lefelo la ellipse
=
π
×
Aseke e telele ya ellipse
×
Aseke e khutshwane ya ellipse
Tsweetswee tsenya aseke e telele ya ellipse
Tsweetswee tsenya aseke e khutshwane ya ellipse
Dipholo tsa pontsho ya ntlha e e tlhomameng
Lefelo la ellipse:
Dipholo tsa Lefelo la Khopi
Dipholo tse di senang sepe
Tsenya mo ditlhophong
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