Which expression shows how to use breaking apart to find 7x593 (7x500)+(7x90)+(7x3) (7x50)+(7x90)+(7x30) (7x500)+(7x9)+(7x3) (7x5)+(7x9)+(7x3(
The correct expression showing how to use breaking apart to find 7x593 is:
(7x500)+(7x90)+(7x3)
To use breaking apart to find 7x593, you can use the expression (7x500) + (7x90) + (7x3).
To use the breaking apart method to find the product 7x593, you can split the number 593 into different parts and multiply each part separately by 7.
One way to break apart 593 is to consider it as the sum of 500, 90, and 3. Therefore, the expression to calculate 7x593 using this method would be:
(7x500) + (7x90) + (7x3)
This means you multiply 7 by each of the three parts (500, 90, and 3) and then add the results together.
Another way to break apart 593 is to consider it as the sum of 50, 90, and 30. In this case, the expression to calculate 7x593 using this method would be:
(7x50) + (7x90) + (7x30)
Again, you multiply 7 by each of the three parts (50, 90, and 30) and then add the results together.
Yet another way of breaking apart 593 is to consider it as the sum of 500, 9, and 3. The expression to calculate 7x593 using this method would be:
(7x500) + (7x9) + (7x3)
Similarly, you multiply 7 by each of these three parts (500, 9, and 3) and then add the results together.
Lastly, you can break apart 593 as the sum of 5, 9, and 3. In this case, the expression to calculate 7x593 using this method would be:
(7x5) + (7x9) + (7x3)
You multiply 7 by each of these three parts (5, 9, and 3) and then add the results together.