Usually when I try to Form An Equation Urgent, I tend to stick my arm in a garbage disposal and speak Hebrew.
The closer the contour lines the steeper the slope.
I won't tell you directly, but I will explain how to find out to you. In the type of equation you are faced with now (y=mx+b), m represents the slope. So, in y=3x+10, the slope is 3. Now, find the slope of the other equation and see which is greater. Lines with greater slopes are steeper.
larger slope if positive and a smaller slope if negative
To determine which of the two lines is steeper from a table of data, you can calculate the slope for each line using the formula ( \text{slope} = \frac{\Delta y}{\Delta x} ), where ( \Delta y ) is the change in the y-values and ( \Delta x ) is the change in the x-values between two points on each line. Compare the absolute values of the slopes: the line with the larger absolute slope value is the steeper line. Additionally, if the data represents a linear relationship, you can also look at the rate of change in the y-values relative to the x-values across the table.
Depends on the gradient or slope of the lines.
The steeper the slope, the contour lines go further along the area. You can also determine the flatness of the area with these lines.
Flatter lines have a _____ slope than that of steeper lines
The closer the contour lines the steeper the slope.
To determine elevation on a topographic map, look for contour lines that connect points of equal elevation. The elevation can be found by reading the numbers on these lines. The closer the lines are together, the steeper the terrain.
Contour lines that are closer together indicate a steeper slope. The closer the lines are together, the greater the slope of the terrain.
If the lines are contours - it signifies that the land is steeper the closer the lines are drawn
On a topographic map, contour lines that are closer together indicate a steeper slope.
How close together the brown contour lines are Yes, the closer the contours the steeper the slope. Flat land, by definition, has no contour lines.
elevation
The terrain becomes steeper.
I won't tell you directly, but I will explain how to find out to you. In the type of equation you are faced with now (y=mx+b), m represents the slope. So, in y=3x+10, the slope is 3. Now, find the slope of the other equation and see which is greater. Lines with greater slopes are steeper.
The closer the contour lines, the steeper is the slope.