The relation is that gradient and slope are both angled lines.
The slope of a line is its gradient
The approximate gradient of the hill between points x and y can be calculated by taking the difference in elevation between the two points and dividing it by the horizontal distance between them. This is often expressed as the rise over run. If the elevation at point x is higher than at point y, the gradient will be negative, indicating a downhill slope, while a positive gradient indicates an uphill slope. The steeper the hill, the larger the absolute value of the gradient.
Gradient (on a graph as I assume you mean), or the differential of the line's equation (dy/dx which means "the difference in y with respect to a difference in x").
Slope or gradient = (y2-y1)/(x2-x1)
The gradient of the straight line
The slope of a line is its gradient
Gradient is the steepness of a slope.
The other term for slope is gradient
The approximate gradient of the hill between points x and y can be calculated by taking the difference in elevation between the two points and dividing it by the horizontal distance between them. This is often expressed as the rise over run. If the elevation at point x is higher than at point y, the gradient will be negative, indicating a downhill slope, while a positive gradient indicates an uphill slope. The steeper the hill, the larger the absolute value of the gradient.
The gradient of the tangents to the curve.
The diameter of sewer pipes directly influences the gradient or slope required for effective flow. A larger diameter pipe can accommodate more flow and may require a gentler gradient to maintain proper velocity and prevent sediment buildup. Conversely, smaller diameter pipes may need a steeper gradient to ensure adequate flow and minimize the risk of blockages. Thus, the relationship between diameter and gradient is essential for optimizing sewer system performance.
Gradient
low slope and gradient are the same thing - just measured in different units
Gradient (on a graph as I assume you mean), or the differential of the line's equation (dy/dx which means "the difference in y with respect to a difference in x").
Its gradient, or slope. More precisely, it would be the absolute value of the gradient since the question does not distinguish between steepness from left to right or right to left.
Slope or gradient = (y2-y1)/(x2-x1)
Gradient (slope) = 6