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Which of these details supports the idea that blue slopes are harder to ski down than green slopes?
Well, friend, one detail that supports the idea that blue slopes are harder to ski down than green slopes is the steepness of the slope. Blue slopes are typically steeper than green slopes, which can make them more challenging to navigate. Additionally, blue slopes may have more obstacles or require more advanced skiing techniques, further adding to the difficulty level. Remember, with a little practice and patience, you can conquer any slope!
How do you compare slopes math wise?
Mathwise, you would want to represent a slope with a number, in such a way that the steeper slope would have a larger number. That way, you could look at the numbers of two or more slopes, and just from the numbers, you could tell mathwise which slope is more steep or less steep, and whether it slopes up or down.
Do undefined slopes have a slope?
An undefined slope is just a line straight down. The slope is undefined.
How do you graph absolute value of y is less then x?
On the Cartesian (x-y) plane, draw two 45-degree lines from the originopening to the right. One slopes up, the other slopes down.|y| < x is the equation of the region between the two 45-degree lines,but not including points that are on the lines.
What does a straight line mean on a speed time graph?
It means a constant acceleration: * If the line slopes up, the object is getting faster at a constant rate; * if it slopes down, the object is getting slower at a constant rate; * If the line is horizontal, the object is neither speeding up nor slowing down, but travelling with a constant speed.
