Given that, $arr[0] = 1,arr[1] = 4,arr[2] = 10,arr[3] = 12,$ and len $ = 4$
Initially, the value of $\text{result} = 0$
- When $i = 0\;\mid\; \text{result = result} + arr[0] \ast (0+1) \ast (4-0) = 0 + 1\ast 1 \ast 4 = 4$
- When $i = 1\;\mid\; \text{result = result} + arr[1] \ast (1+1) \ast (4-1) = 4 + 4\ast 2 \ast 3 = 28$
- When $i = 2\;\mid\; \text{result = result} + arr[2] \ast (2+1) \ast (4-2) = 28 + 10 \ast 3 \ast 2 = 88$
- When $i = 3\;\mid\; \text{result = result} + arr[3] \ast (3+1) \ast (4-1) = 88 + 12\ast 4 \ast 1 = 136$
So, the correct answer is $136.$