Zamkati
Pulogalamu ya Chilankhulo cha Algebraic Ndi amene amalola kufotokoza ubale wamasamu. Zinthu zomwe zimapanga chilankhulo cha algebraic zimatha kukhala manambala, zilembo kapena mitundu ina ya omwe amagwiritsa ntchito masamu.
Kukula kwakukulu komwe kwachitika m'munda wa kusanthula masamu, algebra ndi geometry akadakhala osaganizika popanda chilankhulo chofananira, chomwe chimafotokozera maubale m'njira yosavomerezeka komanso yapadziko lonse lapansi. Kuwonedwa motere, chilankhulo cha algebraic chimathandizira kuti zizichitika moyenera sayansi yovomerezeka.
Zitsanzo za mawu a algebraic
Nazi zitsanzo zina zamanenedwe m'chilankhulo cha algebraic:
- 5 (A + B)
- XY
- 52
- 3X-5Y
- (2X)5
- (5X)1/2
- F (X) = Y2
- 96
- 121/7
- 1010
- (A + B)2
- 100-X = 55
- 6 * C + 4 * D = C2 + D2
- F (X, Y, Z) = (A, B) F
- 3*8
- 112
- F (X) = 5
- (A + B)3/ (A + B)
- LN (5X)
- y = a + bx
Makhalidwe a chilankhulo cha algebraic
Makamaka pama equation, a 'Zosadziwika', Ndiziyani makalata omwe angasinthidwe ndi nambala iliyonse, koma osinthidwa mogwirizana ndi zofunikira za equation amachepetsedwa kukhala amodzi kapena ochepa.
Kutengera pa kusiyana, Kusintha pakati pa ubale wa 'wofanana' ndi m'modzi wa 'wamkulu' kapena 'wocheperako' kumatanthauza kuti m'malo mongopeza zotsatira zapadera, timapeza mayankho osiyanasiyana.
Pomaliza, ziyenera kudziwika kuti asanakhazikitse maubale ambiri, manambala ena sangathe kuwatsata: mu a magawano A / B. (kuchuluka kwa manambala awiri aliwonse), nambala 0 ndiyosiyana ndipo siyingakhale mtengo wa 'B'.
Chilankhulo cha algebraic chimalimbikitsidwa ndi a zida zosiyanasiyana kuti ntchito yosavuta ya kusanthula masamu, ndikuwonetseratu zina. Kotero, mwachitsanzo, pakalibe chizindikiro pakati pa magawo awiri, zimaganiziridwa kuti mayunitsiwa akuchulukirachulukira.
Chifukwa chake, chikwangwani cha 'for' chofotokozedwa ngati 'X' kapena ' *' chitha kuchotsedwa, chifukwa chake ntchitoyo idzaganiziridwa. Mbali inayi, maubwenzi ena amatha kuwonetsedwa m'njira zosiyanasiyana.
Ntchito yosiyana ya kuthekera ndi radication (monga, mwachitsanzo, mizu yayitali); Mawu onse amtunduwu amathanso kulembedwa ngati mphamvu, koma ndi otulutsa pang'ono. Chifukwa chake, kunena kuti 'mizu yayikulu ya A' ndizofanana ndi kunena 'A wakwezedwa kwa ½'.
Ntchito yowonjezerapo ya chilankhulo cha algebraic, yochulukirapo kuposa maubale osavuta pakati pazofunikira kapena zosadziwika, ndizomwe zimachitika chifukwa cha ntchito: chilankhulochi ndi chomwe imathandizira lingaliro loyambira lazinthu zomwe ziziyimira pawokha komanso zodalira, pankhani ya maubale omwe atha kuyimiriridwa. Izi ndizothandiza kwambiri m'malo mwa sayansi zambiri zomwe zimakhudza masamu.
