the sum of x and one seventh of y
The sum of x and one seventh of y can be represented as x + (1/7)y or (1/7)y + x.
the sum of x and y is taken and then divided by 7
The sum of x and y can be represented as (x + y). To divide this sum by 7, the expression would be (x + y)/7.
the sum of x and y is multiplied by6
The sum of x and y can be represented as (x + y). To multiply this sum by 6, the expression would be 6(x + y).
To find the sum of x and one seventh of y, you can follow these steps:
Step 1: Add x and one seventh of y.
Sum = x + (y/7)
That's it! The sum of x and one seventh of y is x + (y/7).
To find the sum of x and one seventh of y, you simply add x to one seventh of y. Mathematically, it can be represented as:
Sum = x + (1/7) * y
Let's consider an example to illustrate this:
Suppose x = 5 and y = 28.
To find the sum, substitute the given values into the equation:
Sum = 5 + (1/7) * 28
Now, simplify the expression:
Sum = 5 + 4
Sum = 9
Therefore, the sum of x and one seventh of y is 9.