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You Try It!

Apply what you have learned to some practice problems.

Goal:

Goal:

Now, use your knowledge and understanding of partial quotients to solve the division expressions below. When ready, click each tab to reveal the solution.

Seven hundred eighty five minus four hundred thirty equals three hundred fifty five minus three hundred forty four equals eleven. Arrows pointing to ten groups and eight groups. You can not make anymore groups of forty three. What is left becomes your remainder.

Add the groups of the partial quotients:
10 + 8 = 18.
Next, attach what is left over as the remainder: 18 R11.
So, the final quotient is 18 R11.

Nine hundred twenty seven minus two hundred equals seven hundred twenty seven minus two hundred equals five hundred twenty seven minus two hundred equals three hundred twenty seven minus two hundred equals one hundred twenty seven minus twenty equals one hundred seven minus twenty equals eighty seven minus twenty equals sixty seven minus twenty equals forty seven minus twenty equals twenty seven minus twenty equals seven minus six equals one. Arrows pointing to ten groups and three groups. You can not make anymore groups of two. What is left becomes your remainder.

Add the groups of the partial quotients:
100 + 100 + 100 + 100 + 10 + 10 + 10 + 10 + 10 + 10 + 3 = 463.
Next, attach what is left over as the remainder: 463 R1.
So, the final quotient is: 463 R1.

Six thousand five hundred fifty one minus three thousand eight hundred equals two thousand seven hundred fifty one minus three hundred eighty equals two thousand three hundred seventy one minus three hundred eighty equals one thousand nine hundred ninety one minus three hundred eighty equals one thousand six hundred eleven minus three hundred eighty equals one thousand two hundred thirty one minus three hundred eighty equals eight hundred fifty one minus three hundred eighty equals four hundred seventy one minus three hundred eighty equals ninety one minus seventy six equals fifteen. Arrows pointing to one hundred groups, ten groups, and two groups. You can not make anymore groups of thirty eight. What is left becomes your remainder.

Add the groups of the partial quotients:
100 + 10 + 10 + 10 + 10 + 10 + 10 + 10 + 2 = 172.
Next, use the 15 left over as the remainder: 172 R15.
So, the final quotient is 172 R15.