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sweet [91]
4 years ago
6

The electrons lost from the reaction center of photosystem ii are replaced by the electrons from?

Chemistry
1 answer:
Luba_88 [7]4 years ago
5 0
In photosystem II<span>, light strikes on a photosynthetic pigment. Energy is absorbed, then energy bounces to the chlorophyll molecule in the </span>reaction center<span>, which releases two energized </span>electrons, the electrons<span> are </span>replaced<span> by two </span>electrons stripped from a water molecule, forming oxygen gas (O_2) and two hydrogen ions (H^+)
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You conduct an experiment in which you measure the temperature (T) and volume (V) of a mysterious sphere of gas at several diffe
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Volume of the gas is 525 L.

<u>Explanation:</u>

It is given that the volume of the gas divided by the temperature is 1.75.

V/T = 1.75

As per the Charles law, volume is proportional to the temperature.

V ∝ T

V/T = constant

Now we have to find V, and T is given as 300 K.

So plugin the values as,

V/300 = 1.75

Rearranging the equation to get V as,

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4 years ago
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
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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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