Multiplying Large Numbers and Partial Products

The video tutorial explains how to multiply larger numbers using two examples. The first example demonstrates multiplying 53,21,462 by 38, breaking it down into three steps involving partial products. The second example involves multiplying 3987 by 3124, divided into five steps. Each step is detailed with calculations and carried-over values, leading to the final product. The tutorial aims to simplify the multiplication process for larger numbers.

What is the first step in multiplying larger numbers?

• Multiplying by the ones digit

• Adding the numbers

• Subtracting the numbers

• Dividing the numbers

When multiplying 53,21,462 by 38, what is the first partial product obtained?

• 4,25,71,796

• 5,25,71,696

• 4,25,71,696

• 4,25,71,696

In the multiplication of 53,21,462 by 38, what is the second partial product?

• 15,96,43,960

• 16,96,43,860

• 15,96,43,860

• 15,96,43,860

What is the final result of multiplying 53,21,462 by 38?

• 20,22,15,556

• 20,22,15,656

• 20,22,15,556

• 21,22,15,556

What is the first step in the second example of multiplication?

• Multiplying by the tens digit

• Multiplying by the thousands digit

• Multiplying by the ones digit

• Multiplying by the hundreds digit

What is the first partial product when multiplying 3,987 by 3,124?

• 15,900

• 15,800

• 16,900

• 15,900

What is the second partial product in the second example?

• 79,840

• 80,740

• 79,740

• 79,740

What is the third partial product in the second example?

• 3,98,800

• 3,99,700

• 3,98,700

• 3,98,700

What is the fourth partial product in the second example?

• 1,20,61,000

• 1,19,61,000

• 1,19,62,000

• 1,19,61,000

What is the final result of multiplying 3,987 by 3,124?

• 1,24,55,388

• 1,24,56,388

• 1,24,55,388

• 1,25,55,388