Yes, changing the vertical scale will affect how the graph looks. To see examples, go to one of the financial web sites on Google or Yahoo and pick a few stock charts. If you are looking at an intraday chart (activity that happened during one day), the price may vary a dollar or so, but may look to jump all over the place. This is because the scale may be set to start at $50 per share (minimum value of the vertical scale) up to $55 maximum. Change the scale from zero to $60 and you will see a graph that looks more like a smooth line (the changes won't look as dramatic or steep).
Another way to change the scale is to use a logarithmic scale (where each step represents 10 times the previous step). This is useful in graphs that represent exponential growth or decay. On a standard scale, the graph could look like a sharp increase, then leveling off. On a logarithmic scale, the same data plotted may look more like a straight line.
by making the graph have an important missing part...(hope it helps!)
increasing the interval would decreasing the degrees of accuracy of the graph, optically the line seem flatter
wha is the interval on a line graph, scale from 0-25?..
The dependent variable is shown on the vertical, or y-axis of a graph.
pooop
by making the graph have an important missing part...(hope it helps!)
interval graph
increasing the interval would decreasing the degrees of accuracy of the graph, optically the line seem flatter
A step graph displays data using horizontal and vertical lines, representing changes at specific intervals. Each horizontal segment indicates a constant value over a range, while the vertical lines show abrupt changes at defined points. To read a step graph, observe the horizontal sections to determine the value during each interval and note where the vertical lines indicate a shift to a new value. This format is often used for data that changes at discrete points rather than continuously.
Yes, intervals can be either on the Y Axis (Vertical), or the X Axis (Horizontal).
Yes―sort of. If displacement increases or decreases suddenly in an infinitely small point in time or a time interval that is too small to graph, a vertical line is used.
In a speed graph, a straight vertical line represents an infinite speed, which is not physically possible. Such a line would imply that an object is covering a distance instantaneously over a finite time interval, violating the principles of physics. Therefore, a speed graph cannot have a straight vertical line.
To find transformations in an equation, you can look for changes in the coefficients and constants that affect the position, size, or shape of the graph. For example, a coefficient before the x term will affect the stretch or compression of the graph, while a constant added or subtracted will affect the vertical shift. Additionally, changes inside functions (such as squaring or square rooting) can also indicate transformations.
wha is the interval on a line graph, scale from 0-25?..
Cannot exist. And a vertical graph is simply a vertical graph!
When you shift a function, you are essentially translating its graph either horizontally or vertically. A horizontal shift alters the input values, moving the graph left or right, while a vertical shift changes the output values, moving the graph up or down. This transformation maintains the shape of the graph but changes its position in the coordinate plane. Shifting does not affect the function's overall behavior or characteristics, such as its domain and range.
i personally chose 0 an my interval