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 using these X Y 5 8
The expression is:
5xy + 8
To create an expression with three terms, a coefficient of 5, and a constant of 8 using the variables X and Y, you can follow these steps:
Step 1: Start with the constant. In this case, the constant is 8. So, the expression becomes:
8
Step 2: Add a term with the variable X. Multiply it by the coefficient of 5. The expression becomes:
5X + 8
Step 3: Add another term with the variable Y. You can choose any coefficient for Y since the question doesn't specify. Let's say we choose the coefficient of 1 for Y. The expression becomes:
5X + Y + 8
And there you have it! The expression with three terms, a coefficient of 5, and a constant of 8 using the variables X and Y is 5X + Y + 8.
To create the expression using X, Y, 5, and 8 based on the given information, we can use the following steps:
1. Start with the variable or number that has a coefficient of 5. Since there is no specific variable mentioned, we'll start with the number 5.
Expression so far: 5
2. Add the next term, which is X. Place X next to the previous term.
Expression so far: 5X
3. Add the next term, which is Y. Place Y next to the previous terms.
Expression so far: 5X + Y
4. Add the constant term, which is 8. Place it at the end of the expression.
Final expression: 5X + Y + 8
So, the expression with the given conditions using X, Y, 5, and 8 is 5X + Y + 8.