Mafunso a Algebra Paintaneti a Ana Onani Zochita Zonse
Mawu a algebraic a kuchuluka kwa "n ndi 9" ndi:
Kukhoza!
Cholakwika!
Mawu a algebraic a kusiyana kwa "a ndi 6" ndi:
Kukhoza!
Cholakwika!
Ndi chiani mwa zotsatirazi chomwe chili chitsanzo cha mawu a algebric?
Kukhoza!
Cholakwika!
Pezani mtengo wa :u + xy, kwa u = 18 , x = 10 , ndi y = 8.
Kukhoza!
Cholakwika!
"Sungani zotsatirazi: (1/3) (21m + 27)"
Kukhoza!
Cholakwika!
"Pezani mtengo wa p. 5p - 14 = 8p + 4"
Kukhoza!
Cholakwika!
"Kuthetsa kwa x. 6 x + 15 = 33"
Kukhoza!
Cholakwika!
"Kodi x = 1 yankho la equation 2 - 8x = -6?"
Kukhoza!
Cholakwika!
Kuthetsa: -n + 8 = -3(n - 4)
Kukhoza!
Cholakwika!
"Sungani za x. 2(-x - 4) = 4x + 16"
Kukhoza!
Cholakwika!
Mafunso a Algebra
Oops! Yesaninso.
Mwapeza mfundo imodzi. Yesaninso.
Mwapeza mapointsi awiri. Yesaninso.
Mwapeza mapointsi awiri. Yesaninso.
Mwapeza mapointsi awiri. Yesaninso.
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Mwapeza mapointsi 6. Yesaninso kapena kudumpha kupita kumalo ena
Mwapeza mapointsi 7. Yesaninso kapena kudumpha kupita kumalo ena.
Ntchito Yabwino! Mwapeza mapointsi 8. Yesaninso kapena kudumpha kupita kumalo ena.
Ntchito Yabwino! Mwapeza 9 Points. Yesaninso kapena kudumpha kupita kumalo ena.
Zabwino zonse! Mwapeza 10 Points.
Yesani ndi kuyesa luso lanu la masamu poyankha izi Mafunso a Algebra mafunso. Mafunso awa adzakuthandizani kukonzekera mayeso anu a Algebra. Ili ndi mafunso osiyanasiyana omwe angakuthandizeni kuyeseza ndikuwerengera luso lanu. Popeza masamu algebra amafuna kuchita ndi kuphunzira mosalekeza. Simuyenera kuyang'ana posaka mafunso kuti muwayankhe ndi kuphunzira, ingosankhani mafunso omwe ali pansipa ndikuyamba. Masewera a mafunso ndi njira yabwino kwambiri yokonzekerera, kukonza ndikuyerekeza kuphunzira kwanu mwachangu. Pali chigoli pa yankho lililonse lolondola. Simupeza ma marks olakwika pa yankho lolakwika. Kupambana kwakukulu kumapeto kumatsimikizira mulingo wanu wamaphunziro.