Use the standard algorithm to find the product of 319 and 384. Record the products of each multiplying through by each place value in 384 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
.
1276
25520
95700
122496
Correct answer
I need help with the hunders bot because that was not right.
To find the product of 319 and 384 using the standard algorithm, follow these steps:
Step 1: Start by multiplying the ones digit (9) of 319 by each digit of 384.
9 x 4 = 36
9 x 8 = 72
9 x 3 = 27
The product of multiplying by the ones digit is:
36 (ones place)
72 (tens place)
27 (hundreds place)
Step 2: Move to the next digit, the tens digit (1) of 319, and multiply it by each digit of 384.
1 x 4 = 4
1 x 8 = 8
1 x 3 = 3
The product of multiplying by the tens digit is:
4 (tens place)
8 (hundreds place)
3 (thousands place)
Step 3: Finally, move to the last digit, the hundreds digit (3) of 319, and multiply it by each digit of 384.
3 x 4 = 12
3 x 8 = 24
3 x 3 = 9
The product of multiplying by the hundreds digit is:
12 (hundreds place)
24 (thousands place)
9 (ten thousands place)
Step 4: Add up all the products from each step to get the final product.
Adding all the products, we have:
36 (ones place) + 72 (tens place) + 27 (hundreds place) +
4 (tens place) + 8 (hundreds place) + 3 (thousands place) +
12 (hundreds place) + 24 (thousands place) + 9 (ten thousands place)
This simplifies to:
36 + 72 + 27 + 4 + 8 + 3 + 12 + 24 + 9 = 1953
So, the final product of multiplying 319 by 384 is 1953.
To find the product of 319 and 384 using the standard algorithm, follow these steps:
Step 1: Write down the numbers vertically, one below the other, with the smaller number below:
319
×384
Step 2: Multiply the ones digit of the bottom number (4) by each digit in the top number:
4 × 9 = 36
Record the product of multiplying by the ones digit: 36
Step 3: Move to the next place value in the bottom number, which is the tens digit (8). Multiply this digit by each digit in the top number:
8 × 9 = 72
8 × 10 = 80 (Since it is in the tens place, we multiply by 10)
Record the product of multiplying by the tens digit: 72, 80
Step 4: Move to the next place value in the bottom number, which is the hundreds digit (3). Multiply this digit by each digit in the top number:
3 × 9 = 27
3 × 10 = 30 (Since it is in the hundreds place, we multiply by 100)
Record the product of multiplying by the hundreds digit: 27, 300
Step 5: Add up all the product values:
0
+ 3 6
+ 7 2
+ 2 7 0
-------
1 2 2 4
The final product of 319 and 384 is 122,424.
So, the products of each multiplication through by each place value in 384 are:
Ones digit: 36
Tens digit: 72, 80
Hundreds digit: 27, 300
And the final product is 122,424.
To find the product of 319 and 384 using the standard algorithm, we will multiply each digit in 319 by each digit in 384.
First, let's multiply 319 by the ones digit in 384, which is 4:
319 x 4 = 1276. The product of multiplying by the ones digit is 1276.
Next, let's multiply 319 by the tens digit in 384, which is 8:
319 x 8 = 2552. The product of multiplying by the tens digit is 2552.
Finally, let's multiply 319 by the hundreds digit in 384, which is 3:
319 x 3 = 957. The product of multiplying by the hundreds digit is 957.
Now, let's add up these three products to find the final product:
1276 + 2552 + 957 = 4785.
Therefore, the product of 319 and 384 is 4785.
hey use the calulator on the test given
Use the standard algorithm to find the product of 319 and 384. Record the products of each multiplying through by each place value in 384 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
.