Name the inverse operations for each of the following operations.
a. addition
b. division
c. multiplication
d. subtraction
addition >> subtraction
I'll be glad to check your answers for the other operations.
a. The inverse operation for addition is subtraction.
b. The inverse operation for division is multiplication.
c. The inverse operation for multiplication is division.
d. The inverse operation for subtraction is addition.
To determine the inverse operation for each given operation, we need to identify the operation that undoes or reverses its effect. Here are the inverse operations for the given operations:
a. Addition: The inverse operation for addition is subtraction. When we add a number and then subtract the same number, we undo the addition and return to the original value. For example, if we add 4 to a number and then subtract 4 from the result, we will get back to the original number.
b. Division: The inverse operation for division is multiplication. When we divide a number by another number and then multiply the result by the same number, we undo the division and return to the original value. For example, if we divide a number by 5 and then multiply the result by 5, we will get back to the original number.
c. Multiplication: The inverse operation for multiplication is division. When we multiply a number by another number and then divide the result by the same number, we undo the multiplication and return to the original value. For example, if we multiply a number by 3 and then divide the result by 3, we will get back to the original number.
d. Subtraction: The inverse operation for subtraction is addition. When we subtract a number and then add the same number, we undo the subtraction and return to the original value. For example, if we subtract 7 from a number and then add 7 to the result, we will get back to the original number.
Understanding the inverse operations helps us solve equations or perform calculations that involve these operations.