Credeai că ştii sa faci o înmulţire? Noi îţi dovedim contrariul! - VIDEO
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Adaugă-ne ca sursă preferată în Google'%20inkscape:export-filename='C:\Users\GioSal\Desktop\Google%20Discover%20(truT)%20326.png'%20inkscape:export-xdpi='195.8'%20inkscape:export-ydpi='195.8'%3e%3cdefs%20id='defs14'%20/%3e%3csodipodi:namedview%20pagecolor='%23ffffff'%20bordercolor='%23666666'%20borderopacity='1'%20objecttolerance='10'%20gridtolerance='10'%20guidetolerance='10'%20inkscape:pageopacity='0'%20inkscape:pageshadow='2'%20inkscape:window-width='1920'%20inkscape:window-height='1057'%20id='namedview12'%20showgrid='false'%20inkscape:zoom='3.280264'%20inkscape:cx='10.573959'%20inkscape:cy='124.53611'%20inkscape:window-x='-8'%20inkscape:window-y='-8'%20inkscape:window-maximized='1'%20inkscape:current-layer='svg10'%20fit-margin-top='0'%20fit-margin-left='0'%20fit-margin-right='0'%20fit-margin-bottom='0'%20/%3e%3cmetadata%20id='metadata2'%3e%20Created%20by%20potrace%201.15,%20written%20by%20Peter%20Selinger%202001-2017%20%3crdf:RDF%3e%3ccc:Work%20rdf:about=''%3e%3cdc:format%3eimage/svg+xml%3c/dc:format%3e%3cdc:type%20rdf:resource='http://purl.org/dc/dcmitype/StillImage'%20/%3e%3cdc:title%3e%3c/dc:title%3e%3c/cc:Work%3e%3c/rdf:RDF%3e%3c/metadata%3e%3cpath%20style='fill:%23fbbc01;fill-opacity:1;stroke:none;stroke-width:0.1'%20inkscape:connector-curvature='0'%20id='path6'%20d='m%2017.485799,17.161672%20-7.199999,7.3%2012.699999,12.7%2012.8,12.8%20h%20-17.8%20H%200%20v%2010%2010%20h%2017.985799%2017.8%20l%207.2,-7.2%207.3,-7.2%20v%20-10.1%20-10%20l%20-12.8,-12.8%20-12.7,-12.7000001%20z'%20sodipodi:nodetypes='ccccccccccccccccc'%20/%3e%3cpath%20style='fill:%23eb4435;fill-opacity:1;stroke:none;stroke-width:0.09999999'%20inkscape:connector-curvature='0'%20id='path6-5'%20d='m%2050.05716,27.699999%20-0.01515,27.760627%202.815154,-2.760627%20c%202.777219,-2.723427%202.9,-2.7%2017.2,-2.7%20h%2014.499999%20l%2012.7,-12.7%20L%20110.05716,24.5%20l%20-7.2,-7.2%20-7.299997,-7.3000001%20-12.7,12.6999991%20-12.799999,12.8%20v%20-17.8%20V%200%20h%20-10%20-10%20z'%20sodipodi:nodetypes='ccsscccccccccccc'%20/%3e%3cpath%20style='fill:%234886f4;fill-opacity:1;stroke:none;stroke-width:0.10002016'%20inkscape:connector-curvature='0'%20id='path6-2'%20d='m%2052.636899,52.666772%20c%20-1.087936,1.139283%20-3.026919,2.966444%20-3.435046,4.11722%20-0.379981,1.071417%200.733956,1.44349%200.733956,3.08278%20v%204.5%20l%2022.709161,22.699999%2022.809202,22.799989%207.202908,-7.2%207.30294,-7.299989%20-12.705122,-12.7%20-12.805166,-12.799999%20h%2017.807188%2017.70714%20v%20-10%20-10%20H%2087.651024%2055.337988%20Z'%20sodipodi:nodetypes='csscccccccccccccc'%20/%3e%3cpath%20style='fill:%2338a752;fill-opacity:1;stroke:none;stroke-width:0.10003133'%20inkscape:connector-curvature='0'%20id='path6-7'%20d='m%2029.872141,75.638078%20-19.799999,19.812414%207.2,7.304568%207.3,7.20452%2012.699999,-12.707959%2012.8,-12.808026%20v%2017.811155%2017.7111%20h%2010%2010%20V%20102.15469%2084.443595%20l%20-10,-10.006268%20c%20-9.2,-9.105706%20-9.778745,-10.287283%20-10.078745,-14.28979%20l%200.04861,-4.686911%20z'%20sodipodi:nodetypes='cccccccccccccccc'%20/%3e%3c/svg%3e){kind=small}
Urmărește-ne pe DiscoverDacă te-a chinuit la școală înmulțirea, uite o metodă simplă prin care poți să faci calcule complicate. O știai? Poți explica de ce rezultatul e corect? Este un exerciţiu de logică făcut să te ajute în orice situaţie.
Algoritmul folosit se numeşte îmulţirea chinezească Cel mai probabil, pentru mulţi dintre voi faptul că există mai multe metode de calcul nu ar trebui să fie o noutate.
