Why does the higher the temperature, the faster the water evaporates?

It's very simple. The higher the water temperature, the more intense the movement of water molecules, which accelerates the escape of water molecules. So the faster the water evaporates

RELATED INFORMATIONS

1. Which one of Leibniz and Newton contributed most to calculus?
2. What does the function SGN represent in mathematics?
3. 27 degrees 14 minutes 24 seconds = how many degrees
4. Given that the sum of odd and even terms of the arithmetic sequence {an} with even terms is 51, 60, and the first term is 1, then the general term formula of the sequence is obtained
5. N is a positive integer, find the n power of (+ 1) and the n power of + (- 1) divided by 2
6. Simple operation of 12.5 × 4.8 × 0.25
7. Please explain the accumulation and multiplication in detail and give examples
8. How many square meters is one hectare equal to? How many hours is 25 minutes equal to
9. 3 hours 25 minutes =? Hours (expressed in fractions) Give reasons
10. How many hours is 45 minutes
11. Square of (x + y) + square of x = 7, square of Y + xy = 6{
12. An equal angle is to a vertex______ (true proposition or false proposition)
13. How many English words should I master in grade one? Please write out the extracurricular words that I should master in volume one and volume two of grade one Good writing is a bonus
14. Finding total differential u = x ^ y ^ Z
15. It is known that the sum of the first n terms of the arithmetic sequence {an} is SN. If S12 = 21, then A2 + A5 + A8 + a11=______ ．
16. Seek an explanation of English Vocabulary While the killer is not too cold, Mathilda says to Leon, I'm kina falling in love with you?
17. Solving equation 1 / (x +) (x + 2) + 1 / (x + 2) (x + 3) +... 1 / (x + 99) (x + 100) + 1 / x + 100 = 2009 / 2010 Help. I'll hand it in tomorrow. Thank you~
18. On the rational number in the first unit of the first volume of mathematics of the first grade of junior high school,
19. I come, I come again
20. Let f (x) be defined as R, and x = K / 2, f (x + 1) = - 1 / F (x). If f (x) is an odd function, f (x) = 3 ^ x when 0 is less than X and less than 2 (1) Find f (2001 / 4) (2) When 2K + 1 / 2 is less than X and less than 2K + 1, find the analytic expression of F (x) (k belongs to Z) (3) Is there a positive integer k such that when 2K + 1 / 2 is less than X and less than 2K + 1, log3f (x) is greater than x ^ 2-kx-2k has a solution I know that the period is 2, and the first problem has been solved Is x not equal to K ＼ 2, not equal to.