ereyga

xeerka gacan-bidix

Qaamuuska Ereybixinta: Fisikis (Soomaali-Ingiriis) - Xarunta Horumarinta Manaahijta [1987]

Xeerka gacan-bidix

DHAN

Left-hand rule

waa la naqliyay ✓

Qaamuuska Ereybixinta: Fisikis (Soomaali-Ingiriis) - Xarunta Horumarinta Manaahijta [1987]

Left-hand rule

DHAABAN

Xeerka gacan-bidix

waa la naqliyay ✓

Qaamuuska Ereybixinta: Xisaab (Soomaali-Ingiriis) - Xarunta Horumarinta Manaahijta [1987]

Xeerka saynyada

DHAFANDHAAF

Sines, law of

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Qaamuus-Dugsiyeedka Af-Soomaaliga - Cabdalla Cumar Mansuur iyo Anariita Bugliyelli [2022]

xeerka kaladhigga

DHAFANDHAAF

m.l (xisaab) Xiriir gaar ahaaneed ee ka dhexeeya laba xisaabfal. Tusaale ahaan, kutirsaneyaasha ururka {a, b, c, d, ...}. Waxa jiri kara laba xisaabfal sida * iyo 0 oo xisaabfalka * uu ku kala dhigmo 0, marka a * (b o c) = (a * B) o (a * c). b) 2 X (3+6)= (2x3) + (2x6) waa tusaale ka mid ah xeerka kala dhigga ee aritmatiga (ama aljebra). t) A (B U C) = (A B) U (A C) waa tusaale ka mid ah xeerka kala dhigga ee ururrada.

waa la naqliyay ✓

Qaamuuska Af-Soomaaliga - Cabdalla Cumar Mansuur iyo Anariita Bugliyelli [2012]

xeerka kala-dhigga

DHAFANDHAAF

m.l (xisaab) Xiriir gaar ahaaneed ee ka dhexeeya laba xisaabfal. Tusaale ahaan, kutirsaneyaasha ururka {a, b, c, d, ...}. Waxa jiri kara laba xisaabfal sida * iyo 0 oo xisaabfalka * uu ku kala dhigmo 0, marka a * (b o c) = (a * B) o (a * c). b) 2 X (3+6)= (2x3) + (2x6) waa tusaale ka mid ah xeerka kala dhigga ee aritmatiga (ama aljebra). t) A (B U C) = (A B) U (A C) waa tusaale ka mid ah xeerka kala dhigga ee ururrada.

waa la naqliyay ✓

Qaamuuska Af-Soomaaliga - Cabdalla Cumar Mansuur iyo Anariita Bugliyelli [2012]

xeerka Aarkimidiyas

DHAFANDHAAF

m.l (fiisikis) Culeyska hoorka ay walax sabbaynaysaa barabixisay waxa uu le'eg yahay culeyska walaxda. Taas oo ah Culeyska (W) ee hoorka barabaxay = Culeyska (W) walaxda.

waa la naqliyay ✓

Qaamuus-Dugsiyeedka Af-Soomaaliga - Cabdalla Cumar Mansuur iyo Anariita Bugliyelli [2022]

xeerka Aarkimidiyas

DHAFANDHAAF

m.l (fiisikis) Culeyska hoorka ay walax sabbaynaysaa barabixisay waxa uu le'eg yahay culeyska walaxda. Taas oo ah Culeyska (W) ee hoorka barabaxay = Culeyska (W) walaxda.

waa la naqliyay ✓