the expression has three terms the expression has a coefficient of 5 the expression has a constant of 8 move a number or variable to each line to create the expression X Y 5 8
The expression is: X + Y + 5 + 8
To create the expression X Y 5 8 with the given conditions, you can assign the coefficient of 5 to one term and the constant of 8 to another term. Since there are three terms in the expression, the remaining term should contain either the variable "X" or "Y".
Here is one way to arrange the terms to meet the given conditions:
Term 1: X (no coefficient or constant assigned)
Term 2: Y (no coefficient or constant assigned)
Term 3: 5 (coefficient of 5, no constant assigned)
Term 4: 8 (no coefficient assigned, constant of 8)
So, the expression can be written as:
5X + Y + 8
To create an expression with three terms, a coefficient of 5, and a constant of 8, you need to arrange the numbers and variables accordingly. Here's what you can do:
1. Place the number 5 in front of a variable, let's say X. This means you have the term 5X.
2. Place the number 8 after the 5X term with a plus sign (+) in between. This gives you the expression 5X + 8.
3. Now, you have two terms in the expression, but we need a third term. Let's introduce another variable, Y, and place it after the 5X + 8 term, again with a plus sign (+) in between. So, the final expression becomes 5X + 8 + Y.
By following these steps, you've created an expression with three terms (5X, 8, and Y), a coefficient of 5 (multiplied by X), and a constant of 8.