A cikin wannan ɗaba'ar, za mu yi la'akari da ma'anoni, ƙa'idodi na gaba ɗaya da misalan ayyukan 4 na asali na lissafin (ilimin lissafi) tare da lambobi: ƙari, ragi, ninkawa da rarrabawa.
Bugu da kari
Bugu da kari aiki ne na lissafi wanda ke haifar da shi suman.
Sum (s) lambobi a1, a2... an ana samun su ta hanyar ƙara su, watau
- s - suma;
- a1, a2... an - sharuddan.
Ana nuna ƙari da wata alama ta musamman "+" (da), da adadin - "Σ".
Example: nemo jimlar lambobin.
1) 3, 5 da 23.
2) 12, 25, 30, 44.
Amsoshi:
1) 3 + 5 + 23 = 31
2) 12 + 25 + 30 + 44 = 111.
Ragewa
rage lambobi shine juzu'in aikin kari na lissafin lissafi, a sakamakon haka akwai bambancin (c). Misali:
c = a1 - b1 - b2 –… – bn
- c - bambanci;
- a1 – rage;
- b1, b2... bn – deductible.
Ana nuna raguwa da wata alama ta musamman "-" (rasa).
Example: nemo bambanci tsakanin lambobi.
1) 62 min 32 da 14.
2) 100 a cire 49, 21 da 6.
Amsoshi:
1) 62-32-14 = 16.
2) 100 - 49 - 21 - 6 = 24.
Yawaita
Yawaita aiki ne na lissafi wanda ke ƙididdigewa abun da ke ciki.
Aiki (p) lambobi a1, a2... an ana lissafta su ta hanyar ninka su, watau
Ana nuna haɓakawa da alamun musamman "·" or "x".
Example: nemo samfurin lambobi.
1) 3, 10 da 12.
2) 7, 1, 9 da 15.
Amsoshi:
1) 3 · 10 · 12 = 360.
2) 7 1 9 15 = 945.
Division
Rarraba lamba shine juzu'i na ninkawa, sakamakon gajeriyar ƙididdigewa masu zaman kansu (d). Misali:
d = a: b
- d – masu zaman kansu;
- a – mu raba;
- b – mai raba.
Ana nuna rabe-rabe da alamu na musamman ":" or "/".
Example: nemo quotient.
1) 56 yana raba ta 8.
2) Raba 100 ta 5, sannan ta 2.
Amsoshi:
1) 56: 8 = 7.
2) 100: 5: 2 = 10 (