Iklan

Pertanyaan

Let A , B , and C be real 2 × 2 matrices and denote A ⋅ B − B ⋅ A by [ A , B ] . Prove that: [ [ A , B ] , C ] + [ [ B , C ] , A ] + [ [ C , A ] , B ] = 0

Let , and  be real  matrices and denote  by . Prove that:

  

Ikuti Tryout SNBT & Menangkan E-Wallet 100rb

Habis dalam

00

:

04

:

22

:

05

Iklan

A. Septianingsih

Master Teacher

Mahasiswa/Alumni Universitas Gadjah Mada

Jawaban terverifikasi

Pembahasan

rightwards double arrow open square brackets open square brackets straight A comma straight B close square brackets comma straight C close square brackets plus open square brackets open square brackets straight B comma straight C close square brackets comma straight A close square brackets plus open square brackets open square brackets straight C comma straight A close square brackets comma straight B close square brackets equals 0 rightwards double arrow open square brackets open square brackets straight A. straight B minus straight B. straight A close square brackets comma straight C close square brackets plus open square brackets open square brackets straight B. straight C minus straight C. straight B close square brackets comma straight A close square brackets plus open square brackets open square brackets straight C. straight A minus straight A. straight C close square brackets comma straight B close square brackets equals 0 rightwards double arrow open square brackets open parentheses straight A. straight B minus straight B. straight A close parentheses. straight C minus straight C. open parentheses straight A. straight B minus straight B. straight A close parentheses close square brackets plus open square brackets open parentheses straight B. straight C minus straight C. straight B close parentheses. straight A minus straight A. open parentheses straight B. straight C minus straight C. straight B close parentheses close square brackets plus open square brackets open parentheses straight C. straight A minus straight A. straight C close parentheses. straight B minus straight B. open parentheses straight C. straight A minus straight A. straight C close parentheses close square brackets equals 0 rightwards double arrow ABC minus BAC minus CAB plus CBA plus BCA minus CBA minus ABC plus ACB plus CAB minus ACB minus BCA plus BAC equals 0 space left parenthesis terbukti right parenthesis 

Buka akses jawaban yang telah terverifikasi

lock

Yah, akses pembahasan gratismu habis


atau

Dapatkan jawaban pertanyaanmu di AiRIS. Langsung dijawab oleh bestie pintar

Tanya Sekarang

Perdalam pemahamanmu bersama Master Teacher
di sesi Live Teaching, GRATIS!

2

Iklan

Tanya ke AiRIS

Yuk, cobain chat dan belajar bareng AiRIS, teman pintarmu!