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| Subject:
How much time do you have to escape
Category: Miscellaneous Asked by: sheala-ga List Price: $2.00 |
Posted:
04 Mar 2006 09:18 PST
Expires: 03 Apr 2006 10:18 PDT Question ID: 703555 |
You are at the peak of a mountaim which has an altitude of 8363 feet when you feel it beginning to erupt.The lava begins to push up from the base of the mountain at a rate of 5 feet/sec.At the same time, you begin running down the mountain at a rate of 8 feet/sec with hopes that you will reach the bottom before the lava reach the top. The slant height of the mountain forns a 45 degree angle with the peak 1. What is the slant side of the mountain? 2 what is the lateralarea of the mountain? |
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| There is no answer at this time. |
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| Subject:
Re: How much time do you have to escape
From: redhoss-ga on 04 Mar 2006 10:00 PST |
This should get you started. The sides of a triangle with two 45 degree angles and one 90 degree angle have the ratio of 1 to the square root of 2. So, the distance you would travel down the side of the mountain would be 8363 multiplied by the square root of 2. |
| Subject:
Re: How much time do you have to escape
From: bozo99-ga on 04 Mar 2006 10:24 PST |
8 ft/s is not what I call running. |
| Subject:
Re: How much time do you have to escape
From: redhoss-ga on 04 Mar 2006 11:54 PST |
I don't think 8fps is that fast considering that a decent high school athlete can run a 100 yard dash (300 ft) in 10 seconds from a standing start. So, 300/10 = 30 fps. I'll bet that I can run 8fps down a 45 degree slope with molten lava chasing me. |
| Subject:
Re: How much time do you have to escape
From: probonopublico-ga on 04 Mar 2006 12:50 PST |
I would open my umbrella and jump, using the umbrella as a parachute. I bet I would get down before all you others. Of course, being English, I take my brolly everywhere. Toot! Toot! |
| Subject:
Re: How much time do you have to escape
From: ansel001-ga on 10 Mar 2006 02:24 PST |
Are we to assume that the base of the mountain is at sea level? |
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