Matemáticas - Mates para ESO

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Mayelana nalolu hlelo lokusebenza

Ngalolu hlelo lokusebenza ungabheka umphumela nezixazululo zokusebenza kwakho kwezibalo. Leli qiniso yilo elenza lihehe kothisha nakubafundi, ikakhulukazi kwi-Compulsory Secondary Education (ESO), nakuba kuzoba khona imisebenzi ewusizo futhi ezibalweni zamabanga aphansi kanye/noma imbala zasenyuvesi. Ngalolu hlelo lokusebenza ungabheka kuphela ukuthi wenze umsebenzi omuhle kodwa ungakopishi inqubo.

I-GRAPHIC CALULATOR
Uzokwazi ukumela ngesithombe noma yimuphi umsebenzi noma isibalo noma isisho sezibalo. Ngiyabonga Desmo.

IZINOMBOLO ZEMVELO.

Ukuwohloka kube ama-oda amayunithi, Guqula izinombolo zedesimali zibe izinombolo zesiRomani, Guqula izinombolo zesiRoma zibe amadesimali, Ukulinganiselwa kwezinombolo zemvelo, Amandla ezinombolo zemvelo, Izimpande eziqondile neziphelele, kanye nemisebenzi ehlanganisiwe.

UKUHLUKANA.

1.- Thola ukuthi inombolo iyinhloko yini, bala abahlukanisi benombolo, ukuhlobana kokuhlukaniswa, thola izinombolo eziyinhloko zenombolo efakiwe bese ufaka inombolo ibe izinombolo eziyinhloko. Ukubalwa kwesihlukanisi esivame kakhulu (g.c.d.) nokuphindaphinda okungajwayelekile (l.c.m.) kwezinombolo ezingu-n.

IZINOMBOLO EZIQINILE.

1.- Inani eliphelele.
2.- Ngokuphambene nenombolo ephelele.
3.- Ukusebenza ngezinombolo.

IZIQINISEKISO: Singeze ukudlula kwezingxenye ezingafanele enombolweni yemvelo + ingxenyenamba efanele, amafrakshini alinganayo futhi angenakuncishiswa, kanye nokunciphisa amafrakshini ukuze abe idinominetha efanayo.

IZINOMBOLO ZAMADESIMALI: Ukukhohlisa nokusondeza izinombolo zamadesimali, ukuhleleka kwezinombolo zamadesimali, ukuveza izinombolo zamadesimali njengamafrakshini futhi ngokuphambene nalokho, kanye nokusebenza okuhlanganisiwe.

IZILINGANISO

1.- Ukubalwa kwenani lezinombolo zezinkulumo ze-algebra. Isebenza ngama-monomials. Izibalo zedigri yokuqala neyesibili. Amasistimu wezibalo ano-2 no-3 angaziwa. Ucwaningo lwezixazululo zezibalo ze-quadratic kanye ne-factorization ku-trinomial. Izibalo zeBisquare.

I-METRIC SYSTEM
1.- Ukuguqulwa kwamayunithi ubude, umthamo, ubukhulu, indawo ephezulu kanye nevolumu.
2.- Guqula amayunithi ukusuka kokungahlangani kuya kokuyinkimbinkimbi.
3.- Guqula kusuka kufomu eliyinkimbinkimbi ukuya kumayunithi amafomu angaqondakali.

UKULINGANA NAMAPHESENTE
1.- Hlola ukuthi izilinganiso ezimbili zakha isilinganiso.
2.- Bala ithemu engaziwa ngesilinganiso.
3.- Ngokuqondile noma ngokuphambene nobukhulu obulinganiselwe.
4.-Izinkinga zokulinganisa okuqondile nokuphambene. Umthetho wesithathu.
5.- Bala iphesenti yenani.
6.-Izinkinga zaziwa ngengxenye noma iphesenti noma ingqikithi.

IMISEBENZI

1.- Ukufunda imisebenzi. Ungenza ucwaningo oluphelele lwezinhlobo ezi-5 zemisebenzi futhi uthole amagrafu azo: ukuhambisana komugqa, umsebenzi wobunikazi, ukungaguquguquki, ukulingana okuphambene kanye ne-quadratic. Uzofunda isizinda, ububanzi, ukuqhubeka, ama-maximum kanye nenani elincane, amaphuzu anqamule, izikhathi ngezikhathi, ukukhula nokuncipha, ukulinganisa, njll.
2.- Ukufunda ngomthambeka kanye nokudidiyela lapho kuvela khona. Ngokusebenzisa ezinye izilayidi ungashintsha inani lemithambeka (m) kanye nenhlanganisela emsuka (n) ukuze ubone ukuthi kwenzekani ngomsebenzi kukho kokubili isibalo sawo kanye negrafu yawo.
3.- Ukufunda amapharamitha (a,b kanye no-c) equation yequadratic. Ngokuhambisa izilayidi zepharamitha ngayinye ungabona ukuthi i-equation negrafu yayo ihluka kanjani.
4.- Isibalo sephuzu lokuya emthambekeni. Thola umsebenzi emthambekeni nasephuzwini, noma emaphuzwini amabili.

I-POLYNOMIALS

1.- Ukusetshenziswa koMthetho kaRuffini ukuze kuhlukaniswe i-polynomial of degree n by binomial (x-a).
2.- Okusele kanye ne-Factor Theorem.
3.- Ukubalwa kwezimpande ze-polynomial.

UKUNGALINGANI

1.- Ukungalingani kweziqu zokuqala nomunye ongaziwa.
2.- Ukungalingani kweziqu zokuqala nokungaziwa okubili.
3.- Ukungalingani kwe-Second degree neyodwa engaziwa.
4.- Izinhlelo zokungalingani kwemigqa nengaziwa.
5.- Amasistimu wokungalingani kwemigqa okungaziwa okubili.

Yini entsha

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