The graph that moves up as it goes to the right can be determined by using technology to plot the graphs of the given equations. By graphing each equation, we can observe the direction in which the line moves as it goes to the right.
In this case, the equation y = 3x represents a line that has a positive slope of 3. When plotted on a graph, this line starts at the origin (0,0) and moves up as it goes to the right.
On the other hand, the equation y = -5x represents a line with a negative slope of -5. This line starts at the origin (0,0) and moves down as it goes to the right.
The equation y = kx represents a line with a variable slope, k. The specific slope of the line will determine whether it moves up or down as it goes to the right. Without knowing the exact value of k, we cannot determine the direction of the line solely based on the equation.
Finally, the equation y = 0x represents a horizontal line that stays flat as it goes to the right. This line does not move up or down.
Therefore, the graph that moves up as it goes to the right is represented by the equation y = 3x.
Use technology to decide which graph moves up as it goes to the right.(1 point)
Responses
y=3x
y equals 3 x
y=−5x
y equals negative 5 x
y=kx
y equals k x
y=0x
1 answer
1 answer