Melao ea ho atolosa masaka ka mehlala

Khatisong ena, re tla hlahloba melao ea motheo ea ho bula li-brackets, re tsamaisane le mehlala bakeng sa kutloisiso e molemo ea boitsebiso ba theory.

Katoloso ea borakete – ho nkela sebaka sa polelo e nang le masakana ka polelo e lekanang le eona, empa ntle le masakaneng.

Content

Melao ea ho atolosa bracket

busa 1

Haeba ho na le "plus" pele ho li-brackets, joale matšoao a linomoro tsohle ka har'a li-brackets a lula a sa fetohe.

a + (b – c – d + e) = a + b – c – d + e

tlhaloso: Tseo. Ho eketsa linako, kopanyelletsa ho etsa kopanyo, 'me ho eketsa makhetlo a minus e etsa tloso.

mehlala:

  • 6 + (21 – 18 – 37) = 6 + 21 – 18 – 37
  • 20 + (-8 + 42 – 86 – 97) = 20 - 8 + 42 - 86 - 97

busa 2

Haeba ho na le ho tlosa ka pel'a li-brackets, joale matšoao a linomoro tsohle ka har'a li-brackets a khutlisetsoa morao.

a – (b – c – d + e) = a – b + c + d – e

tlhaloso: Tseo. Tlosa makhetlo a kopantswe ke tloso, mme ho tloswa ha makhetlo a ho tlosa ke kopanyo.

mehlala:

  • 65 - (-20 + 16 - 3) = 65 + 20 – 16 + 3
  • 116 – (49 + 37 – 18 – 21) = 116 - 49 - 37 + 18 + 21

busa 3

Haeba ho na le lets'oao la "ngatafatso" pele kapa kamora masakaneng, tsohle li ipapisitse le hore na ke liketso life tse etsoang ka hare ho tsona:

Keketso le/kapa ho tlosa

  • a ⋅ (b – c + d) = a ⋅ b – a ⋅ c + a ⋅ d
  • (b + c – d) ⋅ a = a ⋅ b + a ⋅ c – a ⋅ d

le katiso

  • a ⋅ (b ⋅ c ⋅ d) = a ⋅ b ⋅ c ⋅ d
  • (b ⋅ c ⋅ d) ⋅ a = b ⋅ с ⋅ d ⋅ a

Sehlopha

  • a ⋅ (b : c) = (a ⋅ b) : leq = (a : c) ⋅ b
  • (a : b) ⋅ c = (a ⋅ c) : b = (c : b) ⋅ a

mehlala:

  • 18 ⋅ (11 + 5 - 3) = 18 ⋅ 11 + 18 ⋅ 5 - 18 ⋅ 3
  • 4 ⋅ (9 ⋅ 13 ⋅ 27)4 ⋅ 9 ⋅ 13 ⋅ 27
  • 100 ⋅ (36 : 12) = (100 ⋅ 36) : 12

busa 4

Haeba ho na le letšoao la karohano pele kapa ka mor'a masakaneng, joale, joalo ka molao o ka holimo, tsohle li itšetlehile ka hore na ke liketso life tse etsoang ka hare ho tsona:

Keketso le/kapa ho tlosa

Ntlha ea pele, ketso ka masakaneng e etsoa, ​​ke hore, phello ea kakaretso kapa phapang ea linomoro e fumanoa, joale karohano e etsoa.

a: (b – c + d)

b – с + d = e

a: e = f

(b + c – d) : a

b + с – d = e

e: a = f

le katiso

  • a: (b ⋅ c) = ke: b:c = ke: c:b
  • (b ⋅ c) : a = (b : a) ⋅ leq = (le : a) ⋅ b

Sehlopha

  • a: (b:c) = (a : b) ⋅ leq = (c : b) ⋅ a
  • (b:c): a = b:c:a = b: (a ⋅ c)

mehlala:

  • 72 : (9 - 8) = 72:1
  • 160 : (40 ⋅ 4) = 160:40:4
  • 600 : (300 :2) = (600 : 300) ⋅ 2

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