math geeking
Oct. 18th, 2006 06:14 pmI just got a new coat. It is sixty/forty alpaca/wool.
My old coat is 100% wool. The coats are the same thickness.
Given the truism (which may or may not be correct - wikipedia doesn't seem to know) that alpaca is five times warmer than wool, and discounting other factors, how much warmer than my old coat is my new coat?
I came up with 3.4 times as warm, but I'm not positive I'm right.
Note: this is not made up. I actually do have a new coat as described above. It is much lighter than my older coat but seems quite toasty.
My old coat is 100% wool. The coats are the same thickness.
Given the truism (which may or may not be correct - wikipedia doesn't seem to know) that alpaca is five times warmer than wool, and discounting other factors, how much warmer than my old coat is my new coat?
I came up with 3.4 times as warm, but I'm not positive I'm right.
Note: this is not made up. I actually do have a new coat as described above. It is much lighter than my older coat but seems quite toasty.
no subject
Date: 2006-10-19 06:42 am (UTC)no subject
Date: 2006-10-19 10:48 am (UTC)(I imagine that if I omitted the coat on top in the middle of January, I might feel differently.)
no subject
Date: 2006-10-19 11:08 am (UTC)no subject
Date: 2006-10-19 01:54 pm (UTC)But what does it mean (quantitatively) for one coat to be 3.4 times as warm as another?
Well...
Date: 2006-10-19 02:46 pm (UTC)no subject
Date: 2006-10-19 03:47 pm (UTC)no subject
Date: 2006-10-19 04:04 pm (UTC)