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Jika diketahui matriks P = ( 1 − 2 ​ 4 − 1 ​ ) dan Q = ( 3 1 ​ − 5 2 ​ ) , maka nilai dari ( P + Q ) − 1 adalah...

Jika diketahui matriks dan , maka nilai dari adalah...

  1. open parentheses table row cell 1 over 6 end cell cell 1 third end cell row cell 1 over 6 end cell cell 2 over 3 end cell end table close parentheses

  2. open parentheses table row cell 1 over 6 end cell cell negative 1 third end cell row cell 1 over 6 end cell cell 2 over 3 end cell end table close parentheses

  3. open parentheses table row cell 1 over 6 end cell cell 1 third end cell row cell negative 1 over 6 end cell cell 2 over 3 end cell end table close parentheses

  4. open parentheses table row cell 1 over 6 end cell cell negative 1 third end cell row cell negative 1 over 6 end cell cell 2 over 3 end cell end table close parentheses

  5. open parentheses table row cell negative 1 over 6 end cell cell 1 third end cell row cell 1 over 6 end cell cell negative 2 over 3 end cell end table close parentheses

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A. Acfreelance

Master Teacher

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Pembahasan

P equals open parentheses table row 1 4 row cell negative 2 end cell cell negative 1 end cell end table close parentheses space d a n space Q equals open parentheses table row 3 cell negative 5 end cell row 1 2 end table close parentheses  P plus Q equals open parentheses table row 1 4 row cell negative 2 end cell cell negative 1 end cell end table close parentheses space plus space open parentheses table row 3 cell negative 5 end cell row 1 2 end table close parentheses  equals open parentheses table row 4 2 row cell negative 1 end cell 1 end table close parentheses  left parenthesis P plus Q right parenthesis to the power of negative 1 end exponent equals fraction numerator 1 over denominator left parenthesis 4 cross times 1 right parenthesis minus left parenthesis 2 cross times negative 1 right parenthesis end fraction open parentheses table row 1 cell negative 2 end cell row 1 4 end table close parentheses  equals fraction numerator 1 over denominator 4 plus 2 end fraction open parentheses table row 1 cell negative 2 end cell row 1 4 end table close parentheses equals open parentheses table row cell 1 over 6 end cell cell negative 1 third end cell row cell 1 over 6 end cell cell 2 over 3 end cell end table close parentheses

Latihan Bab

Konsep Kilat

Pengertian Matriks

Operasi Hitung Matriks

Invers Matriks

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D ik e t ah u i ma t r ik s A + 4 m u = ( 2 3 ​ 5 4 ​ ) , B = ( − 1 4 ​ 0 2 ​ ) , d an X = A − B . I n v ers ma t r ik s X a d a l ah ....

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