Kune zvakawanda zvakawanda pamatunhu pane kungowedzera nekubvisa uye, sezvo mwana wako achikura, mathemoni anowedzera zvakaoma. Kuti ubatsire kutsigira chidzidzo chemwana wemasvomhu, hezvino kutarisa nekukurumidza pane zvinyorwa zvemasvomhu uye mazwi kubva pane kuwedzera kusvika ku zero.
Matemo Mitemo kubva paA kusvika Z
A is for addend. An addend ndeimwe yenhamba iyo ichawedzerwa mune dambudziko rekuwedzera.
Mumatambudziko 3 + 5 = 8, 3 ne5 zvinowedzera.
B ndeyebhaketi. Mabheti ndiwo [uye] zviratidzo. Dzinoshandiswa kukanganisa zvikamu zvekuenzanisa zvakaoma kuitira kuti mwana wako apinde kuburikidza nehutano hwakanaka hwekushanda kugadzirisa dambudziko racho.
C ndeyemakadhiine makadhi. Vanhu vazhinji vanowana nhamba dzechikwereti uye nhamba dzeodinendi dzakanganiswa. Kadhidini nhamba nhamba dzemashoko kana nhamba dzinoshandiswa kuverenga. (1, 2, 3 kana imwe, maviri, nhatu).
D ndeyezviviri zvechokwadi. Dhiyabhorosi chokwadi chiri munzira inokosha yokuti mwana wako awedzere kuwedzera uye kuwedzera chokwadi. Ichokwadi chepamusoro apo apo nhamba inowedzerwa kana kuwedzerwa pachayo, yakadai se 8 + 8 = 16 kana 8 x 8 = 64.
E ndeyekuenzanisa. An equation ishoko rechirevo rinenge rine rimwechete rakaenzana naro. Kuenzanisa kunogona kunge iri nyore kuwedzera matambudziko kana zvakaoma algebraic sentences.
F ndezvechokwadi mhuri. Ichokwadi mhuri ndeyero yehuwandu inofanirana kune imwe neimwe kuburikidza nekushanda kwemasvomhu uye kuenzanisa kwavanogona kuumba pamwechete.
Kuti uwane mamwe mashoko akazara, onai: Meet The Truth Family .
G ye geometry. Geometry ibasa remasvomhu rinodzidza maitiro eDD uye mafananidzo 3D. Sezvo mwana wako achidzidza zvakawanda zvakaoma masvomhu, geometry ichaita basa guru pane zvaari kudzidza.
H ndeyekufungidzira . Icho chikonzero ndechorutivi rurefu rwekona katatu, rutivi rwunopesana ne 90 degree angle.
Ini ndiri wekusingaperi. Infinity ndiyo "nhamba" iyo inomiririrwa neiri kurutivi rwemashoko gumi nesere:? Iko kukura kudarika uye ine inhamba yakawanda kudarika chero yero nhamba chaiye. Panewo uwandu hwakashata hwakakura kudarika chero ipi zvayo yenhamba isina kunaka.
J ndeyezvakarurama. Kunyangwe iwe unogona kufunga nezvezvakanakira sezvinoitwa nemwana wako sechikonzero paanoita chimwe chinhu chakashata, mumatongerwo kururamiswa ishoko rinoratidza kuti chirevo chemasvomhu chakarurama. Shanduro dzinowanzoshandiswa mukuratidza maoreoremu mumagariro ejometri.
K ndeyekutsvaga kukuru. Kuenzanisa kukuru hakusi kufadza sezvinonzwika. Inongova mirayiridzo yezvinofanira kuiswa mu calculator uye mune zvakarongeka. iyo nhamba uye zviratidzo zvitsva zvinoswededzwa mukati madiki madhikete.
L ndeyemamwe maitiro akafanana kana akawanda. Izvo zvisingawanzozivikanwi uye zvinowanzoonekwa zvakawanda zvinowirirana. Nhamba yakawandisa yakawanda ndiyo inonyanya kudarika nhamba yose iyo nhamba mbiri dzinogona kugovana zvakafanana. Chinhu chiduku chinonyanya kushandiswa ndicho chiduku chiduku chiduku chinowanikwa kuti nhamba yepasi (denominator) yezvikamu zviviri zvakapiwa zvikamu.
M ndeyekuda , maitiro uye mukati. Nokuda kwechimwe chikonzero, aya mazano matatu anotarisa vana vakawanda apo paunouya kumatunhu.
Icho chirevo ndechejireji yeheji yenhamba. Iko ndiyo nhamba iyo inoratidza kunyanya pane urongwa hwehuwandu.
Mutevedzeri ndiyo nhamba iri mumutsetse wenhamba pasi apa iyo inenge hafu yemamwe nhamba uye pamusoro apa iyo inenge hafu yezvimwe nhamba. Chaizvoizvo, iri pakati pezvenyu.
N ndeyevabereki vakaberekerwa nenyuchi. Vabereki vakaberekerwa vakaroorana ndivo masero emakabheti mukati mevamwe vanababa, sezvakaita chido chekuRussia chikafu. Iyi nzira yekurega mwana wako azive kuti sangano ripi rinotanga kugadzirisa-inhengo yepakati yevabereki.
O ndeyekuda kuwirirana. Dare rakarongedzerwa igadziro remagiratiro anoratidzwa se (x, y).
x inogara iri nhamba yekutanga uye y inogara iri yechipiri.
P ndeyekufananidza . . Iwe unogona kuva nemiganhu yakafanana nemapurogiramu akafanana, ose ayo asina maonero akafanana, zvinoreva kuti haambofi, anongosangana.
Q ndeyekuti quotient. The quotient is the answer to a problem division.
R ndeyekusara . Chimwe chinosara ndicho chikwereti chakasara muchinetso chekuparadzanisa kana nhamba isingagoni kugoverwa zvakashata.
S ndeyekugadzirisa nekugadzirisa. iyo mhinduro yedambudziko ndiyo mhinduro iyo inozadza pasina. Mune mashoma mashoma, iyo nhamba pashure pechiratidzo chakaenzana. Mune mamwe maitiro akaomeswa, ndiyo kukosha kwezvisingagoni kuzivikanwa (s). Somuenzaniso, kana mwana wako ari kugadzirisa x mune iyi kuenzanisa, 2x + 5 = 15, mhinduro ndeye 5, kana kukosha kwe x .
T ndeyemagariro Magwaro ndiyo nhamba kana zvikamu zvean equation izvo zvakaparadzaniswa nechiratidzo chekuwedzera, chiratidzo chekudzinga kana zvima. Mitemo inogona kunge iri mhinduro yean equation mukati mavabereki vakanaka.
U ndeyekusingazivikanwi . Apo mwana wako ari kushanda pane dambudziko rakaoma rematare, dzimwe nguva kukosha kwezvinhu zvakasiyana hakuzivikanwi.
V is for variable. A shanduko ndiyo tsamba inoshandiswa kumira mune chimwe chinhu chisingazivikanwi. Ndizvo nokuti kukosha kunogona kusiyana zvichienderana nemhinduro yeiyo yese ye equation.
W ndeyemhando dzose. Nhamba dzose dziri integers (kana nhamba) izvo hazvisi zvakaipa. Somuenzaniso, 0, 1, 2, 3, nezvimwe.
X ndeye x-axis. I-x-axis ndiyo yakananga (inopinda) mutsara we grafu yenhamba.
Y ndeye y-axis I y-axis ndiyo yakananga (yakakwira) mutsara wenhamba nhamba.
Z ndeye zero. Zero (0) inhamba isina nhamba. Icho hachimiri chero huwandu huzhinji uye hachisi chakaipa kana chakanaka.