and equations can be broken into expressions, terms, variables, constants, and coefficants. in the equation 0.4-7x=3, what is/are the constant(s) in the equation?
In the equation 0.4-7x=3, the constant is 0.4.
In the equation 0.4 - 7x = 3, the constant is the value that remains the same throughout the equation. Constants do not contain any variables.
In this equation, the constant is 0.4 and 3, as they are standalone numbers that do not change.
To identify the constant(s) in the equation 0.4 - 7x = 3, we first need to understand the different components of an equation.
In this equation, some terms are separated by addition or subtraction. Terms may contain variables, coefficients, or constants.
Let's break down the equation into its components:
0.4 - 7x = 3
- The constant(s) are numbers that have a fixed value and do not change. They are not affected by variables. In this equation, the constants are 0.4 and 3.
Now, let's identify the variables and coefficients:
- Variables are represented by letters (in this case, "x") and can vary or take on different values.
- Coefficients are the numbers multiplied by the variables. In this case, the coefficient of the variable "x" is -7.
So, in the provided equation, the constants are 0.4 and 3.