Answer:
Step-by-step explanation:
The product of 319 and 384, calculated through the standard algorithm, is 122496. This is achieved by separately multiplying each digit in 384 by 319 and summing those results.
Step-by-step explanation:
To find the product of 319 and 384 using the standard algorithm, we need to multiply each digit of 384 by 319, which will give us intermediate products to add together for the final result.
Multiply the ones digit of 384 (which is 4) by 319, you get 1276.
Multiply the tens digit of 384 (which is 8, but we need to treat it as 80 when multiplying) by 319, you get 25520.
Multiply the hundreds digit of 384 (which is 3, but we need to treat it as 300 when multiplying) by 319, you get 95700.
Add these all together to find your final product: 1276 + 25520 + 95700 = 122496. So the product of 319 and 384 using the standard algorithm is 122496.