Answer
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Hint: The formula of chromite ore is \[FeC\mathop r\nolimits_2 \mathop O\nolimits_4 \] or we can say its actual composition is \[FeO.C\mathop r\nolimits_2 \mathop O\nolimits_3 \]. Oxidation no. is a number of an element in chemical combination which represents the number of electrons lost or gained.
Complete step by step answer:
As we already mentioned that chromite ore exists as \[FeO.C\mathop r\nolimits_2 \mathop O\nolimits_3 \] . For calculating oxidation no. of Fe and Cr, we will separate \[FeO\] and \[C\mathop r\nolimits_2 \mathop O\nolimits_3 \], as these two are complete formulas. As we know, that oxidation no. or oxidation state of oxygen is -2 and in a complete formula, having no charge on it, the sum of oxidation no. of all the atoms is zero. First, we will calculate the oxidation no. of Fe. In \[FeO\], we know that oxidation no. of O is 0 and let's say oxidation no. of Fe is x.
So, \[x + \left( { - 2} \right) = 0\]
\[x = 2\]
So, the oxidation no. of Fe in chromite ore is 2. Now, we will calculate oxidation no. of
Cr from \[C\mathop r\nolimits_2 \mathop O\nolimits_3 \]. Let's say oxidation no. of Cr is y.
So, \[\left( y \right)2 + \left( { - 2} \right)3 = 0\]
\[\left( y \right)2 = 6\]
And,\[y = \dfrac{6}{2} = 3\] .
So, oxidation no. of Cr is +3.
So, the correct option will be D. +2 and +3.
Note:
We can cross check our answer by putting the value of oxidation no. of Fe and Cr in
\[FeC\mathop r\nolimits_2 \mathop O\nolimits_4 \].
So, oxidation no. of\[Fe + 2Cr + 4O = 0\] .
\[2 + 2\left( 3 \right) + 4\left( { - 2} \right) = 2 + 6 - 8 = 0\] .
Complete step by step answer:
As we already mentioned that chromite ore exists as \[FeO.C\mathop r\nolimits_2 \mathop O\nolimits_3 \] . For calculating oxidation no. of Fe and Cr, we will separate \[FeO\] and \[C\mathop r\nolimits_2 \mathop O\nolimits_3 \], as these two are complete formulas. As we know, that oxidation no. or oxidation state of oxygen is -2 and in a complete formula, having no charge on it, the sum of oxidation no. of all the atoms is zero. First, we will calculate the oxidation no. of Fe. In \[FeO\], we know that oxidation no. of O is 0 and let's say oxidation no. of Fe is x.
So, \[x + \left( { - 2} \right) = 0\]
\[x = 2\]
So, the oxidation no. of Fe in chromite ore is 2. Now, we will calculate oxidation no. of
Cr from \[C\mathop r\nolimits_2 \mathop O\nolimits_3 \]. Let's say oxidation no. of Cr is y.
So, \[\left( y \right)2 + \left( { - 2} \right)3 = 0\]
\[\left( y \right)2 = 6\]
And,\[y = \dfrac{6}{2} = 3\] .
So, oxidation no. of Cr is +3.
So, the correct option will be D. +2 and +3.
Note:
We can cross check our answer by putting the value of oxidation no. of Fe and Cr in
\[FeC\mathop r\nolimits_2 \mathop O\nolimits_4 \].
So, oxidation no. of\[Fe + 2Cr + 4O = 0\] .
\[2 + 2\left( 3 \right) + 4\left( { - 2} \right) = 2 + 6 - 8 = 0\] .
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