Answer:
Step-by-step explanation:
You want the digits assigned to A, D, G, I, N to satisfy the multiplication problem DID·I = NAG.
Solution
Neither D nor I can be 1, because their product is G (not D or I). There can be no carry from that product. (If there were, the result would have 4 digits, not 3.) This means the least significant digit of I·I must be A, and that product must be more than 10.
I² > 10 ⇒ I ≥ 4
I ≥ 4 ⇒ D = 2, G = 8 and I = 4
Then we have ...
DID × I = NAG ⇒ 242 × 4 = 968
The value of NAG is 968.
