What do you call a downward slope?
Definitions of downslope. a downward slope or bend. synonyms: declension, declination, decline, declivity, descent, fall.
What is another word for a sloping hill?
What is another word for sloping ground?
hill | rise |
---|---|
slope | ascent |
acclivity | incline |
elevation | gradient |
uprise | uphill |
What is steep slope?
Steep slopes are defined as areas that exceed a certain percent slope. Steep slopes are often associated with other environmental features such as rock outcrops, shallow soils, bedrock fractures, and groundwater seeps. Human activities can modify the natural slope system in a variety of ways.
What does up slope mean?
: being or moving to or toward the top of a slope : uphill upslope winds.
Is Per another word for slope?
What is another word for slope?
gradient | slant |
---|---|
steepness | camber |
diagonal | leaning |
abruptness | bend |
bevel | bias |
Is zero another word for slope?
The slope of a line is change in Y / change in X. The slope of a horizontal line = 0, not undefined. The slope of a vertical line = undefined.
What does Diclivity mean?
noun, plural de·cliv·i·ties. a downward slope, as of ground (opposed to acclivity).
What is the meaning encrusted?
transitive verb. : to cover, line, or overlay with or as if with a crust. intransitive verb. : to form a crust.
What do you call someone who skis down a slope?
Also used in reference to the main area at the bottom of a ski resort, or the overall depth of snow. Bomber: Slang term for a skier or snowboarder flying down a slope in an out of control fashion. Think your sporty friend who is good at everything and skiing in his first week, determined to be as good as you.
What’s the slang term for flying down a slope?
Bomber: Slang term for a skier or snowboarder flying down a slope in an out of control fashion. Think your sporty friend who is good at everything and skiing in his first week, determined to be as good as you. Brain Bucket: Slang term for a helmet.
When is a function of slope concave upward or downward?
When the slope continually increases, the function is concave upward. When the slope continually decreases, the function is concave downward. Taking the second derivative actually tells us if the slope continually increases or decreases. When the second derivative is positive, the function is concave upward.
Is the slippery slope argument a valid one?
As it stands, this is an invalid slippery slope argument. What Pederick didn’t show, and needs to show, is some sort of causal or logical relationship between a concern for the allocation of scarce health care resources and the mass, involuntary killing of tens of thousands of disabled, sick and elderly members of the community.