mx+b=y is a way to write the
Word Bank: Reducible, Positive, Coefficient, Undefined, Zero, Line, Slope intercept form, Term, Constant, whole number, order pairs
slope intercept form is y = m x + b
YOU DIDN'T ANSWER THE QUESTION ! There is a word bank that you have to choose from, you make me angry
Please drop the anger and look carefully at the language
can you not write
y = m x + b
as
mx + b = y ?
You are going to have to reduce my salary.
sorry for the angry issues i just got confused
Slope intercept form.
The equation mx+b=y is a way to write a linear equation in slope-intercept form. Let's break down the different components of this equation:
1. "m" represents the slope of the line. It determines the steepness or inclination of the line. The slope can be positive, negative, or zero.
2. "x" is the variable that represents the input or independent variable in the equation. It corresponds to the x-coordinate in a coordinate plane.
3. "b" is the constant term (also called the y-intercept) in the equation. It represents the value of y when x is equal to zero. The constant term can be any real number.
4. "y" is the dependent variable or the output of the equation. It represents the y-coordinate in a coordinate plane.
Now, let's explain some of the other terms you provided in the word bank:
1. "Coefficient" refers to the value multiplied by the variable in an equation. In the equation mx+b=y, "m" is the coefficient of the x-term.
2. "Line" refers to a straight, continuous path that extends indefinitely in both directions. In this equation, it represents a line on a coordinate plane.
3. "Undefined" is not necessary to understand for this equation because it is not applicable here.
4. "Zero" corresponds to the value of x when the line intersects the y-axis. It represents the x-coordinate of the y-intercept in slope-intercept form.
5. "Term" refers to a part of an equation separated by addition or subtraction. In mx+b=y, "mx" and "b" are separate terms.
6. "Constant" represents a number in an equation that does not change. In this equation, "b" is a constant term.
7. "Whole number" is not necessary to understand for this equation because it is not applicable here.
8. "Ordered pairs" describe two values together, usually in the form (x,y). In this equation, the solutions to the equation are represented by ordered pairs that satisfy the equation.
To summarize, the equation mx+b=y represents a linear equation in slope-intercept form, which defines a line on a coordinate plane. Understanding the components of this equation will help you analyze the slope, y-intercept, and other properties of the line it represents.