Drag all of the steps necessary into the box to find the product of 2.7×6.4 using partial products.

(2 points)
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Remaining Attempts : 1

1. Multiply 2.7 by the ones digit of 6.4, which is 4. (2.7 x 4 = 10.8)

2. Multiply 2.7 by the tens digit of 6.4, which is 6. (2.7 x 6 = 16.2)

3. Place the products from step 1 and step 2 in the correct positions in the multiplication problem.

4. Add the two products together to find the final product. (10.8 + 16.2 = 27)

all of the steps necessary into the box to find the product of 2.7×6.4 using partial products.

1. Multiply 2.7 by the ones digit of 6.4:

2.7 x 4 = 10.8

2. Multiply 2.7 by the tens digit of 6.4:
2.7 x 6 = 16.2

3. Place the product from step 1 (10.8) under the ones digit of 6.4.

4. Place the product from step 2 (16.2) under the tens digit of 6.4.

5. Add the two partial products together:
10.8 + 16.2 = 27

The product of 2.7 × 6.4 using partial products is 27.

where is step by step bot

I apologize if it seems like the step-by-step bot is not providing the information in a clear manner. Here is a more detailed breakdown of the steps to find the product of 2.7 × 6.4 using partial products:

Step 1: Multiply 2.7 by the ones digit of 6.4 (which is 4):
2.7 × 4 = 10.8

Step 2: Multiply 2.7 by the tens digit of 6.4 (which is 6):
2.7 × 6 = 16.2

Step 3: Write down the partial products:
10.8 goes under the ones digit of 6.4
16.2 goes under the tens digit of 6.4

Step 4: Add the two partial products together:
10.8 + 16.2 = 27

Therefore, the product of 2.7 × 6.4 using partial products is 27.

where is breakdown bot

I apologize for the confusion. The breakdown bot may not be available in this interface. However, I can still provide a breakdown of how to find the product of 2.7 × 6.4 using partial products:

Step 1: Multiply the ones digit of 6.4 (which is 4) by 2.7:
4 × 2.7 = 10.8

Step 2: Multiply the tens digit of 6.4 (which is 6) by 2.7:
6 × 2.7 = 16.2

Step 3: Write down the partial products:
10.8 (from Step 1) and 16.2 (from Step 2)

Step 4: Add the two partial products together:
10.8 + 16.2 = 27

Therefore, the product of 2.7 × 6.4 using partial products is 27.