If A is a n-square matrix, then.A∣adjA∣=∣A∣(n−1)|adj A|= |A| ^ {(n - 1)} ∣adjA∣=∣A∣(n−1)B∣adjA∣=∣A∣n |adj A|= |A|^n∣adjA∣=∣A∣nC∣adjA∣=∣A∣|adj A|= |A|∣adjA∣=∣A∣D∣adjA∣=∣A∣(n+1)|adj A|= |A|^{(n + 1)}∣adjA∣=∣A∣(n+1)Answer: ∣adjA∣=∣A∣(n−1)|adj A|= |A| ^ {(n - 1)} ∣adjA∣=∣A∣(n−1) Read Explanation: ∣adjA∣=∣A∣(n−1)|adj A|= |A| ^ {(n - 1)} ∣adjA∣=∣A∣(n−1) Read more in App