slope and y-intercept
The slope represented in the equation y=3x+1
What is 3?
The root for the equation y=3x-2.
What is (0.4,0)?
This is the name of the answer for a system of equations.
What is solution?
Systems of inequalities have this many solutions.
What is infinite?
The y-intercept represented by the equation y=4x-6.
What is -6.
The solution to y=1/2x-4
What is (8,0)?
The end behavior of the LEFT end of any linear equation with a negative slope is described as this.
What is as x approaches negative infinity, y approaches positive infinity?
The x value of the solution of the system of equations
6x-5y=8
1/3x+2y=5
What is 3?
This is also known as the solution area to a system of inqualities.
What is the feasible region?
The slope of the line containing the points (8,-2), (5,6).
What is -8/3?
The zero of y=-2x-3
What is (-1.5,0)
The LEFT end behavior for an exponential growth equation can be described as this.
What is as x approaches negative infinity, y approaches 0?
Given the solution to a system of equations as (16,5) and x representing the cost of a steak dinner and y representing the number of bags of peanuts you'll eat at Texas Roadhouse, this would be the explanation of the solution.
What is a steak costs $16 and I'll eat 5 bags of peanuts at Texas Roadhouse?
This is the type of line graphed for an inequality using the symbol ≥ or ≤.
What is a solid line?
The y-intercept from the ordered pairs (-4,3), (-8,2)
What is 4?
A possible root will always have this number in the y-value of the ordered pair.
What is 0?
In an exponential equation, a base that is a fraction will result in this type of graph (growth or decay).
What is decay?
This is the type of solution when a system of equations produces parallel lines.
What is no solution?
Given the system of inequalities
y<3x+4
2x-y>2
(0,0) is not a solution because of this reason.
What is because the point falls on the dashed line?
The y-intercept of the line containing the point (8,5) with a slope of -2.
What is 21?
The solution to y=-3x+5.4
What is (1.8,0)?
The end behavior for the RIGHT end of all parabolas opening up (like a u) results in this.
What is As x approaches infinity, y approaches infinity?
This is the type of solution resulting from a system of equations where the line maps onto itself.
What is infinite solutions?
This is considered the feasible region of a system of inequalities containing 3 inequalities.
What is the overlapping area of all 3 inequalities?