saxelmZRvanelo gamoicema euTos erovnul umciresobaTa ...
saxelmZRvanelo gamoicema euTos erovnul umciresobaTa ...
saxelmZRvanelo gamoicema euTos erovnul umciresobaTa ...
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kavSiri wina masalasTan<br />
kiTxvebis saSualebiT moswavleebs SevaxsenebT ricxviT<br />
wrfeze ricxvebis gamosaxvas wertilebiT; ricxvebis damrgvalebas<br />
mocemul Tanrigamde da ricxvebis miaxloebiTi mniSvnelobebis war-<br />
modgenas mocemuli sizustiT (metobiT an naklebobiT).<br />
dro – 3-5 wT.<br />
axali cnebis Semoyvana<br />
CamovayalibebT ricxvidan kvadratuli fesvis gansazRvrebas<br />
da davsvamT kiTxvas – arsebobs Tu ara kvadratuli fesvi uaryo-<br />
fiTi ricxvidan. moswavleTa uaryofiTi pasuxis Semdeg ganv-<br />
sazRvravT arauaryofiTi ricxvidan ariTmetikuli kvadratuli fes-<br />
vis cnebas, gavacnobT ariTmetikuli kvadratuli fesvis simbo-<br />
los da davakavSirebT kvadratul fesvs ariTmetikul fesvTan: da-<br />
debiTi a ricxvidan kvadratuli fesvi ori ricxvia – ariTmetiku-<br />
li kvadratuli fesvi a (dadebiTi ricxvi) da misi mopirdapire<br />
ricxvi - a (uaryofiTi ricxvi). moswavleebs movuyvan 2 ricxvis<br />
arsebobis damadasturebel arguments – davxatav kvadrats, romlis<br />
gverdis sigrZea 1 sm da meore kvadrats, romlis gverdi Tavdapir-<br />
veli kvadratis diagonalis tolia (ix. <strong>saxelmZRvanelo</strong>s gv. 144,<br />
punqti 2). moswavleebTan evristikuli saubriT advilad damtkicde-<br />
ba, rom didi kvadratis farTobi orjer metia mcire kvadratis<br />
farTobze, anu tolia 2 sm². amgvarad, moswavleTa winaSea kvadrati,<br />
romlis gverdis sigrZe tolia 2 sm.<br />
dro – 12-15 wT.<br />
98
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