That will depend on what equations but in general if it has a slope of -3 then it will have a down hill slope
To write two linear equations that can be graphed alongside the equation ( y = x + 7 ), you can create variations by changing the slope or the y-intercept. For example, you could use ( y = 2x + 3 ) for an equation with a steeper slope and ( y = -x + 5 ) for a negative slope. Both equations will give you different lines on the graph that can be compared to the original equation.
If the slope is negative, or going downhill, then that means the graph will be a regular coordinate system (x and y axis). The only thing that is different is the direnction of the slope. A positive, or regular, slope formula, looks like this: y= 2x + 3, for example. Since there are no negative signs, the slope would be going upwards. But a negative slope, like you are talking about, would look either like this: y= -2x + 3 ( negative sign in front of 2 ). Remember: If the equation looks like this: y= 2x - 3, it would still be positive, because it is behind the 2x. Good luck!
On a graph, parallel equations will run forever and never touch, whereas, perpendicular equations will make a right angle with each other.In an equation, parallel lines will have the same slope (the mx part of the equation).Ex:y = (1/3)x + 2y = (1/3)x + 4Perpendicular equations have negative reciprocal slopes of each other.Ex:y = (3/5)x + 6y = -(5/3)x + 4
I have no idea what a "corrandant" is, but I suspect that the answer to the question is NO.
4/3
To write two linear equations that can be graphed alongside the equation ( y = x + 7 ), you can create variations by changing the slope or the y-intercept. For example, you could use ( y = 2x + 3 ) for an equation with a steeper slope and ( y = -x + 5 ) for a negative slope. Both equations will give you different lines on the graph that can be compared to the original equation.
If the slope is negative, or going downhill, then that means the graph will be a regular coordinate system (x and y axis). The only thing that is different is the direnction of the slope. A positive, or regular, slope formula, looks like this: y= 2x + 3, for example. Since there are no negative signs, the slope would be going upwards. But a negative slope, like you are talking about, would look either like this: y= -2x + 3 ( negative sign in front of 2 ). Remember: If the equation looks like this: y= 2x - 3, it would still be positive, because it is behind the 2x. Good luck!
On a graph, parallel equations will run forever and never touch, whereas, perpendicular equations will make a right angle with each other.In an equation, parallel lines will have the same slope (the mx part of the equation).Ex:y = (1/3)x + 2y = (1/3)x + 4Perpendicular equations have negative reciprocal slopes of each other.Ex:y = (3/5)x + 6y = -(5/3)x + 4
In linear equations, the multiple of the x-term dictates the gradient of the graph when plotted. Thus y=3x has a gradient (or slope) of 3. As it is the "multiple" of the x-term, "m" seems a sensible letter to use.
If you were to graph both equations side by side, you would see that they are parallel lines. Both equations have the same slope it is just that the line would be moved down in the graph because of the intercept change.
I have no idea what a "corrandant" is, but I suspect that the answer to the question is NO.
4/3
You can graph X -4 2 and slope 3 2 by first finding the values of X and Y and then using those values to sketch your graph.
A graph with a slope of -3 is a straight line that descends from left to right. For every unit you move to the right along the x-axis, the line drops 3 units on the y-axis. This negative slope indicates an inverse relationship between the x and y values. The line can cross the y-axis at any point, depending on the y-intercept.
Two linear equations (or lines) with the same y-intercept and different slopes are intersecting lines. They intersect at the y-intercept. If the slopes are negative reciprocals (ex: one slope is 3 and one slope it -1/3) then they are perpendicular lines.
The term that describes the slope of the graph of song 1 between minute 3 and minute 4 is "rate of change." This slope indicates how the value (such as volume, intensity, or another metric) changes over that specific time interval. A positive slope would indicate an increase, while a negative slope would indicate a decrease in the value during that period.
If you mean: y = -3x then the slope is -3 and there is no y intercept