Question

Which quotient matches the description for 525÷25 using partial quotients? Step1: Subtract (10×25) from 525 to get 275. Step 2: Subtract (10×25) from 275 to get 25. Step 3: Subtract (1×25) from 25 to get 0. Step 4: Add the partial quotients. (1 point) Responses 11 11 21 21 25 25 30 30 Skip to navigation

Answer 1

To solve the division problem 525 ÷ 25 using the method of partial quotients as described:

1. Start with the original number: **525**
2. Subtract \(10 \times 25\) from 525:
- \(525 - 250 = 275\)
3. Subtract \(10 \times 25\) from 275:
- \(275 - 250 = 25\)
4. Subtract \(1 \times 25\) from 25:
- \(25 - 25 = 0\)

Now, you need to add the partial quotients that were used in each step:

- From step 1: 10
- From step 2: 10
- From step 3: 1

Now add them:
\[
10 + 10 + 1 = 21
\]

So, the quotient for \(525 \div 25\) using partial quotients is **21**.

Therefore, the correct response is **21**.