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Vedic Mathematics Course
Tswantlela bokgoni jwa bogologolo ka Vedic Mathematics Course ya rona, e e diretsweng bomankge ba dipalo go tokafatsa bokgoni jwa bone. Ithute ka boteng sutras tse di botlhokwa le tiriso ya tsone, sekaseka mekgwa e e mosola ya go ruta, mme o ithute go tlhama dithuto tsa diatla tse di kgatlhisang. Bona lesedi ka hisitori, melaometheo ya konokono, le melemo ya Vedic Mathematics fa o ntse o itshwaraganya le go tlhama mathata a a diragalang mo botshelong jwa letsatsi le letsatsi. Oketsa bokgoni jwa gago ka khoso ya rona e khutshwane, e e nang le boleng bo bo kwa godimo, e bile e itebagantse le go dira.
- Itseng sutras tsa Vedic: Dirisa mekgwa ya bogologolo go bala ka bonako.
- Sedifatse dipalo tse di thata: Kgaoganyetsa dikgopolo tse di rarakaneng motlhofo.
- Tlhama dithuto tsa diatla tse di kgatlhisang: Dira dinako tsa go ithuta tse di dirisanang le tse di mosola.
- Dirisa didiriswa tsa go thusa go bona: Tlhaloganya botoka ka didiriswa tse di bonalang tse di nang le seriti.
- Tlhabolola mathata a a diragalang mo botshelong jwa letsatsi le letsatsi: Dira ditiragalo tse di mosola tsa go ithuta ka diatla.
from 4 to 360h flexible workload
certificate recognized by MEC
What will I learn?
Tswantlela bokgoni jwa bogologolo ka Vedic Mathematics Course ya rona, e e diretsweng bomankge ba dipalo go tokafatsa bokgoni jwa bone. Ithute ka boteng sutras tse di botlhokwa le tiriso ya tsone, sekaseka mekgwa e e mosola ya go ruta, mme o ithute go tlhama dithuto tsa diatla tse di kgatlhisang. Bona lesedi ka hisitori, melaometheo ya konokono, le melemo ya Vedic Mathematics fa o ntse o itshwaraganya le go tlhama mathata a a diragalang mo botshelong jwa letsatsi le letsatsi. Oketsa bokgoni jwa gago ka khoso ya rona e khutshwane, e e nang le boleng bo bo kwa godimo, e bile e itebagantse le go dira.
Elevify advantages
Develop skills
- Itseng sutras tsa Vedic: Dirisa mekgwa ya bogologolo go bala ka bonako.
- Sedifatse dipalo tse di thata: Kgaoganyetsa dikgopolo tse di rarakaneng motlhofo.
- Tlhama dithuto tsa diatla tse di kgatlhisang: Dira dinako tsa go ithuta tse di dirisanang le tse di mosola.
- Dirisa didiriswa tsa go thusa go bona: Tlhaloganya botoka ka didiriswa tse di bonalang tse di nang le seriti.
- Tlhabolola mathata a a diragalang mo botshelong jwa letsatsi le letsatsi: Dira ditiragalo tse di mosola tsa go ithuta ka diatla.
Suggested summary
Before starting, you can change the chapters and the workload. Choose which chapter to start with. Add or remove chapters. Increase or decrease the course workload.What our students say
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