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lubasha [3.4K]
3 years ago
10

After cloud droplets form, what must happen to them for precipitation to occur?

Chemistry
1 answer:
mr Goodwill [35]3 years ago
5 0

For precipitation to happen, first tiny water droplets must condense on even tinier dust, salt, or smoke particles, which act as a nucleus. Water droplets may grow as a result of additional condensation of water vapor when the particles collide. If enough collisions occur to produce a droplet with a fall velocity which exceeds the cloud updraft speed, then it will fall out of the cloud as precipitation.

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Why is the mass in amu of a carbon-12 atom reported as 12.011 in the periodic table of the elements?
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When 108 g of water at a temperature of 23.9 °c is mixed with 66.9 g of water at an unknown temperature, the final temperature o
olganol [36]

Here,

Heat gain by the first sample of water + Heat lost by the second sample of water is equal to zero (0).

Now, Mass of water sample one = 108 g (given)

Mass of water sample two = 66.9 g (given)

Temperature for water sample one = 23.9^{0}C

Let, temperature for water sample two =x

And, final temperature = 47.2^{0}C

Now,

mass of water sample one\times specific heat of water\times (T_{f} - T_{i}) + mass water sample two\times specific heat of water\times (T_{f} - T_{i}) = 0

where, T_{f} = final temperature

T_{i} = initial temperature

Substitute all the given values in above formula:

(108 g\times 4.184 J/g . K\times ( 47.2^{0}C- 23.9^{0}C) )+ (66.9 g \times 4.184 J/g . K\times (47.2^{0}C -x))= 0

(451.872 J/K \times (23.3^{0}C)) + (279.9096 J/K\times (47.2^{0}C -x)) = 0

(10528.6176 J/K(^{0}C)+ (13211.73312 J/K(^{0}C) -279.9096 J/K\times x)= 0

(23740.35072 J/K(^{0}C) -279.9096 J/K\times x)= 0

-279.9096 J/K\times x= -23740.35072 J/K(^{0}C)

x =\frac{23740.35072 J/K(^{0}C)}{279.9096 J/K}

[tex x =84.81^{0}C [/tex]









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