Question

Question
What multiplication equation do the place-value blocks show?

Three groups of place-value blocks are shown. Each consists of 1 hundred, 4 tens, and 4 ones.

(1 point)
Responses

2×244=488
2 × 244 = 488

4×144=576
4 × 144 = 576

4×244=976
4 × 244 = 976

3×144=432

Answer 1

To determine the multiplication equation represented by the place-value blocks, we must first calculate the value of one group of the blocks described.

Each group consists of:
- 1 hundred = 100
- 4 tens = 40
- 4 ones = 4

Adding those together, the total value of one group is:

\[ 100 + 40 + 4 = 144 \]

Since the question mentions that there are three groups of these blocks, we calculate the multiplication as follows:

\[ 3 \times 144 = 432 \]

Thus, the correct multiplication equation represented by the place-value blocks is:

**3 × 144 = 432**.