Ukwenza izibalo zezinombolo eziyinkimbinkimbi, qala ngokucindezela (CMPLX) ukuze ufake Imodi ye-CMPLX.

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Ungasebenzisa noma yizixhumanisi zesikwele eside (a+bi) noma izixhumanisi ze-polar (r∠θ) ukufaka izinombolo eziyinkimbinkimbi.
Imiphumela yezibalo zezinombolo eziyinkimbinkimbi iboniswe ngokuvumelana nefomethi yesethingi lenani eliyinkimbinkimbi kumenyu yokusetha.

Isibonelo 1: (2 + 6i) ÷ (2i) = 3 - i  (Ifomethi yenombolo eyinkimbinkimbi: a+bi)

• 26(i)2(i)
• 3-i

Isibonelo 2: 2∠45 = √2 + √2i  (MthIO-MathO) (Iyunithi ye-engele: Deg)

(Ifomethi yenombolo eyinkimbinkimbi: a+bi)

• 2(∠) 45
• √2+√2i

Isibonelo 3: √2 + √2i = 2∠45  (MthIO-MathO) (Iyunithi ye-engele: Deg)

(Ifomethi yenombolo eyinkimbinkimbi: r∠θ)

• 22(i)
• 2∠45

Izibonelo Zesibalo se-CMPLX Mode

Isibonelo 1: (1 - i)-1 = ¹₂ + ¹₂i  (MthIO-MathO) (Ifomethi yenombolo eyinkimbinkimbi: a+bi)

• 1(i)
• ¹₂+¹₂i

Isibonelo 2: (1 + i)2 + (1 - i)2 = 0  (MthIO-MathO)

• 1(i)1(i)
• 0

Isibonelo 3: Ukuze uthole i-conjugate yenombolo eyinkimbinkimbi ka-2 + 3i

(Ifomethi yenombolo eyinkimbinkimbi: a+bi)

• (CMPLX)(Conjg) 23(i)
• 2-3i

Isibonelo 4: Ukuze uthole inani langempela lempikiswano ka-1 + i  (MthIO-MathO) (Iyunithi ye-engele: Deg)

Inani Langempela (Abs):

• (Abs) 1(i)
• √2

Impikiswano (arg):

• (CMPLX)(arg) 1(i)
• 45

Ukusebenzisa Isiqondisi Sefomethi Yokubalula Imiphumela Yesibalo

Esinye salezi ziqondisi ezimbili ezikhethekile (r∠θ noma a+bi) singafakwa ekugcineni kwesibalo ukubalula ifomethi yesibonisi semiphumela yesibalo.
Isiqondisi simisela phezu kwefomethi yesethingi lenombolo eyinkimbinkimbi yomshini wokubala.

Isibonelo: √2 + √2i = 2∠45, 2∠45 = √2 + √2i  (MthIO-MathO) (Iyunithi ye-engele: Deg)

• 22(i)(CMPLX)(r∠θ)
• 2∠45

• 2(∠) 45(CMPLX)(a+bi)
• √2+√2i