Syarat untuk menghitung invers dari sebuah Matriks adalah matriks tersebut adalah matrik bujur sangkar. Matriks Bujur Sangkar adalah matriks yang jumlah baris dan kolomnya sama. Matlab menyediakan fungsi inv() untuk mencari nilai invers dengan cepat.
Hasil tampilan di atas dalam format long. Anda dapat mengubah format tampilan dengan mengunakan format short atau format rat.
Perhatikan hasil tampilan di bawah ini.
![](data:image/png;base64,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)
Silakan mencoba.
Semoga bermanfaat
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