The given expression is

To solve the question we will Multiply the 2 numbers up, then divide the product by the number down

We can split the number 155 to 100 + 50 + 5, then multiply each part by 6124 and sum up all the products

Let us do each part, then add the products

Now, we will sum them up

We will divide the answer by 977

Then the answer should be

The answer is the mixed number 971 553/977