The Steep Ski Lift On Mount Hood

Calculus Level 1

Ski lifts are an important cable transport that helps to carry skiers up a hill, so that they can easily enjoy skiing down the hill.

Which portion of the ski lift is the steepest?

B to C Equally steep throughout A to B C to D

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10 solutions

Discussions for this problem are now closed

Saswata Halder
Mar 30, 2014

both a to b and c to d are steep. but looking at the landscape below we can tell that c to d is much steeper

c to d

Raza Sabri - 7 years, 2 months ago
Ramji Varadarajan
Mar 28, 2014

Line AB and CD forms the steep portion of the ski lift that is inclined to a straight path of line BC.

Consider the point B as the origin on the Y-axis of a graph with sides AB and BC respectively on its X-axis.

Similarly ,consider the point C as the origin on the Y-axis of another graph with sides BC and CD respectively on its X-axis.

We may notice that the angle of inclination made by angle with origin C in the y-axis say, angle BCY is more than the angle of inclination made by angle with origin B in the y-axis say, angle ABY .

Hence line CD i.e. from point C to D the portion of the ski lift is the steepest.

No need to complicate this problem so much !!!!!!!!!!!!!!!!!!!!!!

Rohit Nair - 7 years, 1 month ago

just looked fr a mathematical explanation lol!!!

Ramji Varadarajan - 7 years, 1 month ago

nyzz...

Ishi Ishzz - 7 years, 2 months ago

because rate of change of c to d is higher than a to b

Prince Mandokhail
Mar 30, 2014

From C to D Because the angle which CD makes with X.axis is the Greatest angle so it is the steepest path

The higher the slope, the steeper the line.

Todd Richert
Mar 31, 2014

Steepness is measured as rise/run. The segment CD has the greatest ratio of rise to run.

Vishnudatt Gupta
May 4, 2014

as the slope of it

is the maximum

James Tom
Apr 10, 2014

the distance between C and D is > than the distance between A and B

slope is largest at the portion c to d

Asif Ashraf
Mar 31, 2014

looking at the landscape c to d is steepest

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