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yan [13]
4 years ago
9

Given the redox reaction: Ni + Sn4+ → Ni2+ + Sn2+ Which species has been oxidized?

Chemistry
1 answer:
Vadim26 [7]4 years ago
4 0
Remember this---> LEO=  lose electons oxidation... and GER----> gain electrons reduction

so if you look for the one being oxidized, it is the one losing electrons. since electrons are negative, when an atom lose them, it becomes less negative, so more positive. 

you can identify the oxidization when the atom becomes more positive.

so in the given reaction: <span>Ni + Sn4+ → Ni2+ + Sn2+
</span>
Ni becomes Ni +2   and    Sn+4 becomes Sn+2

as you can see the Ni become Ni+2 so more positive

Ni is being oxidized

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Solve,55.1 grams of tin at 90.6°C is dropped into a calorimeter with 75.4 grams of water at 21.0°C.The temperature of both the m
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Answer:

C_{tin}=0.560\frac{J}{g\°C}

Explanation:

Hello there!

In this case, for this calorimetry problem, we can notice that the heat evolved by the hot tin is gained by the cold water as the calorimeter is perfectly isolated, so we can write:

-Q_{tin}=Q_{water}

Thus, by defining the heats in terms of mass, specific heat and temperatures, we get:

-m_{tin}C_{tin}(T_F-T_{tin})=m_{water}C_{water}(T_F-T_{water})

Now, since we are asked for the specific heat of tin, we solve for it as shown below:

C_{tin}=\frac{m_{water}C_{water}(T_F-T_{water})}{-m_{tin}(T_F-T_{tin})}

Thus, when we plug in, we obtain:

C_{tin}=\frac{75.4g*4.184\frac{J}{g\°C} (27.2\°C-21\°C)}{-55.1g(27.2\°C-90.6\°C)}\\\\C_{tin}=0.560\frac{J}{g\°C}

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3 years ago
When natural gas is burned, the production of which gas shows that incomplete combustion is occurring?
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Is a dibasic acid the same as a strong acid​
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Since all the acid molecules have split into ions, there will be more H+ ions in a strong acid than a weak acid, hence it's pH is lower! E.g. Hydrochloric acid HCl, nitric acid HNO3. If one mole of an acid is neutralised by 2 moles of NaOH, then the acid is dibasic!

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-2.79 × 10³ cal

Explanation:

Step 1: Given data

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  • Latent heat of fusion of water (L): -79.7 cal/g

Step 2: Calculate the heat required to freeze 35.0 g of water

We have 35.0 g of liquid water and we want to freeze it, that is, to convert it in 35.0 g of ice (solid water), at 0 °C (melting point). We can calculate the heat (Q) that must be released using the following expression.

Q = L × m

Q = -79.7 cal/g × 35.0 g

Q = -2.79 × 10³ cal

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