T?a Ka Gare: 1) Dipalo Ga Di Fele [Mehuta ya dipalo ya go fapana ke "t?a go bala dilo (natural numbers)", "t?a kganet?o le t?a kgonthe t?eo di felelet?eng (whole numbers)", "diripana t?eo re di ngwalang ele palo ya go felela ka godimo le ka tlase (rational numbers)" le "diripana t?eo re sa kgoneng go di ngwala ele diratio (irrational numbers)", le ye mengwe. Palo ya dipalo mo molokolokong ke "yeo e sa feleng" (infinity).] 2) Ditatelano [Ge dipalo di latelana ka mokgwa wo o it?eng wa go swana, re di bit?a molokoloko (sequence). Mehlala ke "t?eo di lekanet?eng (even)", "t?a nthla (odd)", ditriangular numbers, disquare, dicube, difactorial, le t?e dingwe]. 3) Medu [Go nyaka medu (roots) eleng go arola gape le gape, ke mo?ongwana mo bobading wo o dirollang mo?omo wa diexponent eleng go ati?a gape le gape. Bjalo ka ge go hlakant?ha go dirolla ke go nt?ha, gomme go ati?a go dirolla ke go arola]. 4) Masome le Masongwana [Boramahlale ba ?omi?a dipalo t?e dikgolo-kgolo le t?e dinnyane-nnyane kgafet?akgafet?a. Ka ge dipalo t?e di na le dipadi t?e dint?hi kudu, boramahlale ba ?omi?a mongwalo wa diexponential number. Mongwalo wo o bont?ha gore palo ye kgolo-kgolo e ati?it?we ka 10 ga kae goba palo ye nnyane-nnyane e arot?we ka 10 ga kae. Go thwe 10 ke base. Mongwalo wo o hlot?e mo?ongwana o mongwe wa bobadi eleng dilogarithm moo re ?omi?ang fela exponent ya 10 goba exponent ya base ye e it?eng.] 5) Ma?akana Le Diexponent [Gore re kgone go latela melao ya Algebra gabotse, re ?omi?a ma?akana. Kgaolo ye e hlalosa mo ma?akana a nyakegang le mo a tlogelwang]. 6) Diequation T?a Go Fetana [Babadi ba beakanya diequation ka lenaneo, gomme di fetana go ya ka exponent ya godimo ya x mo go t?ona. Go thwe equation ke ya thetologo (degree) ye e it?eng. Mohlala, x ― 3 = 5 ke 1st degree equation, x^2 +2x ― 9 = 18 ke 2nd degree (goba quadratic) equation, mola x^3 ― 19 = 8 goba 2x^3 +4x^2 ― x = 72 ele di 3rd degree (goba cubic) equation. Equation ya 1st degree e na le karabo ye tee ya x . Eup?a 2nd degree equation e na le dikarabo t?e pedi t?a x mola 3rd degree equation e na le dikarabo t?e tharo t?a x, bjalobjalo.], 7. Mekgwa Ya Go Rarolla Equation [Kgaolo ye e hlalosa mekgwa ya go hwet?a dikarabo t?a x eleng go nt?ha t?eo di tsenang (factoring) le go ?omi?a mongwalo wa karabo ya kakaret?o, formula]. Kgaolo 8 e bontsha diequation tseo di nang le dikarabo tse dintshi, mola Kgaolo 9 e bont?ha dibopego t?eo di t?welelang ge re thala mothalo wa go kgomant?ha dikarabo eleng digraph. Kgaolo ya lesome e hlalosa mafapha a mangwe a mathematics.