0
The translation is vertical if the added term is outside the main function and horizontal if it is inside it, next to the x.
For example, y = x^2 represents a parabola, with its lowest point at (0,0). If we have the equation y = x^2 + 2 then we have translated the parabola up two units -- its lowest point is now x = 0, y = 2. But if we write y = (x + 2)^2, then we are translating two units to the left, and the lowest point is x = -2, y = 0.
What else can I help you with?
How do you know if the graph is a shrink or stretch?
To determine if a graph represents a shrink or a stretch, examine the coefficient of the function. If a vertical stretch occurs, the coefficient (a) is greater than 1, making the graph taller. Conversely, if 0 < a < 1, it indicates a vertical shrink, causing the graph to appear shorter. For horizontal transformations, a coefficient greater than 1 in the argument of the function indicates a horizontal shrink, while a coefficient between 0 and 1 indicates a horizontal stretch.
Is the y axis the vertical axis?
YES it is!!! the X-axis is the horizontal one, you know, the horizon, something like that. so if you have a graph, Y is always up and down. X is always left and right. :)
How does you know that relation is a function?
One way is to try the vertical line test on a graph!
What did the derivative near the horizontal asymptote shout to the derivative near the vertical asymptote?
I don't know, what?
If you create two line segments one vertical and the other horizontal to connect with line segment GH to form a right triangle how long will the vertical and horizontal line segments be?
To determine the lengths of the vertical and horizontal line segments needed to form a right triangle with line segment GH, you need to know the coordinates of points G and H. The vertical line segment will be the difference in the y-coordinates of G and H, while the horizontal line segment will be the difference in the x-coordinates. If, for example, G is at (x1, y1) and H is at (x2, y2), then the vertical length is |y2 - y1| and the horizontal length is |x2 - x1|.
How do you know if the graph is a shrink or stretch?
To determine if a graph represents a shrink or a stretch, examine the coefficient of the function. If a vertical stretch occurs, the coefficient (a) is greater than 1, making the graph taller. Conversely, if 0 < a < 1, it indicates a vertical shrink, causing the graph to appear shorter. For horizontal transformations, a coefficient greater than 1 in the argument of the function indicates a horizontal shrink, while a coefficient between 0 and 1 indicates a horizontal stretch.
Is the X axis vertical or horizontal?
Oh, dude, the X axis is horizontal. It's like the foundation of a graph, you know, where all the action happens left to right. If the X axis were vertical, we'd have a whole new set of problems... but thankfully, it's horizontal and life goes on.
What is an image shot vertical know as?
Image shot vertical is known as portrait. Horizontal is landscape.
Is the y axis the vertical axis?
YES it is!!! the X-axis is the horizontal one, you know, the horizon, something like that. so if you have a graph, Y is always up and down. X is always left and right. :)
If you are looking a graph of an quadratic equation how do you know where the solutions are?
They will be on the horizontal x axis of the graph (look for the x-intercepts).
When interpreting a distance time graph you know the object is stopped when the segment is?
horizontal
How does you know that relation is a function?
One way is to try the vertical line test on a graph!
What did the derivative near the horizontal asymptote shout to the derivative near the vertical asymptote?
I don't know, what?
How do they know the plumb line is vertical?
Use of a plumb bob a level used on plumb rather then horizontal
Why is the last button hole in a mans shirt horizontal and not vertical?
these are the questions I'm sure we will never know...
What is pb and PC in welding position?
I know that PC stands for Horizontal-Vertical; although I am Unsure about pb.
How do you know there is no motion on a distance time-graph?
distance = velocity x time so on the graph velocity is slope. If slope is zero (horizontal line) there is no motion
