Answer :
Sure, let's find a multiplication equation that achieves a product of 48,000.
We need to identify two numbers that, when multiplied, give us the desired product. One such pair of numbers is 600 and 80. To verify, we can follow these steps:
1. Identify the multiplicand and multiplier:
- One possible choice is 600 as the multiplicand.
- The corresponding multiplier would then be 80.
2. Multiply the two numbers:
- [tex]\( 600 \times 80 \)[/tex]
3. Compute the product:
- When you multiply 600 by 80, you get a product of 48,000.
So, the multiplication equation is:
[tex]\[ 600 \times 80 = 48,000 \][/tex]
This equation confirms that multiplying 600 by 80 results in a product of 48,000, meeting the requirement of the problem.
We need to identify two numbers that, when multiplied, give us the desired product. One such pair of numbers is 600 and 80. To verify, we can follow these steps:
1. Identify the multiplicand and multiplier:
- One possible choice is 600 as the multiplicand.
- The corresponding multiplier would then be 80.
2. Multiply the two numbers:
- [tex]\( 600 \times 80 \)[/tex]
3. Compute the product:
- When you multiply 600 by 80, you get a product of 48,000.
So, the multiplication equation is:
[tex]\[ 600 \times 80 = 48,000 \][/tex]
This equation confirms that multiplying 600 by 80 results in a product of 48,000, meeting the requirement of the problem.
