Use the standard algorithm to find the product of 355 and 893. Record the products of each multiplying through by each place value in 893 as well as the final product.(2 points)The product of multiplying by the ones digit is . The product of multiplying by the tens digit is . The product of multiplying by the hundreds digit is . The product is .

Question

Use the standard algorithm to find the product of 355 and 893. Record the products of each multiplying through by each place value in 893 as well as the final product.(2 points)The product of multiplying by the ones digit is . The product of multiplying by the tens digit is . The product of multiplying by the hundreds digit is . The product is .

Answer 1

To find the product of 355 and 893 using the standard algorithm, we multiply each digit of 893 with 355 and sum up the results.

355
× 893
__________________
2485
3115
+ 1065
__________________
316915

The product of multiplying by the ones digit (3) is 2485.
The product of multiplying by the tens digit (9) is 3115.
The product of multiplying by the hundreds digit (8) is 1065.
The final product is 316,915.

Answer 2

To find the product of 355 and 893 using the standard algorithm, we will start by multiplying 355 by each place value in 893.

First, let's multiply 355 by the ones digit (3 in 893):
355 x 3 = 1065

Next, we will multiply 355 by the tens digit (9 in 893):
355 x 9 = 3195

Finally, we multiply 355 by the hundreds digit (8 in 893):
355 x 8 = 2840

Now, to find the final product, we add up these three results:
1065 + 3195 + 2840 = 7100

Therefore, the product of 355 and 893 is 7100.

Answer 3

To find the product of 355 and 893 using the standard algorithm, follow these steps:

Step 1: Write the numbers in vertical format:

355
x 893
_______

Step 2: Multiply the ones digit of 893 by 355:

355
x 893
_______
2485 <-- product of multiplying by the ones digit

Step 3: Multiply the tens digit of 893 by 355, and shift one place to the left:

355
x 893
_______
2675 <-- product of multiplying by the tens digit

Step 4: Multiply the hundreds digit of 893 by 355, and shift two places to the left:

355
x 893
_______
31915 <-- product of multiplying by the hundreds digit

Step 5: Add up the partial products:

355
x 893
_______
31915 <-- product of multiplying by the hundreds digit
+ 2675 <-- product of multiplying by the tens digit
+ 2485 <-- product of multiplying by the ones digit
_______
316015 <-- final product

So, the product of 355 and 893 is 316,015.