11968
\({H_2}S\) is more acidic than \({H_2}O\), due to
1 \(O\) is more electronegative than \(S\)
2 \(O - H\) bond is stronger than \(S - H\) bond
3 \(O - H\) bond is weaker than \(S - H\) bond
4 None of these
Explanation:
(b)The acidity of hydrides of \(VI\) group elements increase from top to bottom as the bond strength \(X - H\) decrease from top to bottom \({H_2}O < {H_2}S < {H_2}Se < {H_2}Te\)
Chemical Bonding and Molecular Structure
12725
The solubility products of three sparingly soluble salt \(M_2X, MX\) and \(MX_3\) are identical. What will be the order of their solubilities ?
1 \(MX_3 > M_2X > MX\)
2 \(MX_3 > MX > M_2X\)
3 \(MX > M_2X > MX_3\)
4 \(MX > MX_3 > MX_2\)
Explanation:
Chemical Bonding and Molecular Structure
12771
The correct stability order for \(N_2\) and its given ions is
1 \({N_2} > N_2^ + > N_2^ - > N_2^{2 - }\)
2 \(N_2^ - > N_2^ + > {N_2} > N_2^{2 - }\)
3 \(N_2^ + > N_2^ - > {N_2} > N_2^{2 - }\)
4 \({N_2} > N_2^ + = N_2^ - > N_2^{2 - }\)
Explanation:
Stability \(\propto\) \(B.\) onder If \(B.\) order is same Stability \(\propto \frac{1}{\text { no. of ABMO el }^{-}}\)
Chemical Bonding and Molecular Structure
12772
Select incorrect statement
1 \(O_3\) and \(O_2^{2-}\) both are diamagnetic
2 Out of \(O_2, O_2^+, O_3\) least \(O-O\) bond length is in \(O_2^+\)
3 Out of \(O_2, O_2^+, O_2^-\), only \(O_2\) is paramagnetic
4 Out of \(O_2, O_2^+, O_2^-\), maximum spin magnetic moment is of \(O_2\)
Explanation:
\(O_2\) have \(2\) unpaired \(el^-,\, O_2^-\,and\, O_2^+\) have \(1\) unpaire \(el^-\)
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Chemical Bonding and Molecular Structure
11968
\({H_2}S\) is more acidic than \({H_2}O\), due to
1 \(O\) is more electronegative than \(S\)
2 \(O - H\) bond is stronger than \(S - H\) bond
3 \(O - H\) bond is weaker than \(S - H\) bond
4 None of these
Explanation:
(b)The acidity of hydrides of \(VI\) group elements increase from top to bottom as the bond strength \(X - H\) decrease from top to bottom \({H_2}O < {H_2}S < {H_2}Se < {H_2}Te\)
Chemical Bonding and Molecular Structure
12725
The solubility products of three sparingly soluble salt \(M_2X, MX\) and \(MX_3\) are identical. What will be the order of their solubilities ?
1 \(MX_3 > M_2X > MX\)
2 \(MX_3 > MX > M_2X\)
3 \(MX > M_2X > MX_3\)
4 \(MX > MX_3 > MX_2\)
Explanation:
Chemical Bonding and Molecular Structure
12771
The correct stability order for \(N_2\) and its given ions is
1 \({N_2} > N_2^ + > N_2^ - > N_2^{2 - }\)
2 \(N_2^ - > N_2^ + > {N_2} > N_2^{2 - }\)
3 \(N_2^ + > N_2^ - > {N_2} > N_2^{2 - }\)
4 \({N_2} > N_2^ + = N_2^ - > N_2^{2 - }\)
Explanation:
Stability \(\propto\) \(B.\) onder If \(B.\) order is same Stability \(\propto \frac{1}{\text { no. of ABMO el }^{-}}\)
Chemical Bonding and Molecular Structure
12772
Select incorrect statement
1 \(O_3\) and \(O_2^{2-}\) both are diamagnetic
2 Out of \(O_2, O_2^+, O_3\) least \(O-O\) bond length is in \(O_2^+\)
3 Out of \(O_2, O_2^+, O_2^-\), only \(O_2\) is paramagnetic
4 Out of \(O_2, O_2^+, O_2^-\), maximum spin magnetic moment is of \(O_2\)
Explanation:
\(O_2\) have \(2\) unpaired \(el^-,\, O_2^-\,and\, O_2^+\) have \(1\) unpaire \(el^-\)
11968
\({H_2}S\) is more acidic than \({H_2}O\), due to
1 \(O\) is more electronegative than \(S\)
2 \(O - H\) bond is stronger than \(S - H\) bond
3 \(O - H\) bond is weaker than \(S - H\) bond
4 None of these
Explanation:
(b)The acidity of hydrides of \(VI\) group elements increase from top to bottom as the bond strength \(X - H\) decrease from top to bottom \({H_2}O < {H_2}S < {H_2}Se < {H_2}Te\)
Chemical Bonding and Molecular Structure
12725
The solubility products of three sparingly soluble salt \(M_2X, MX\) and \(MX_3\) are identical. What will be the order of their solubilities ?
1 \(MX_3 > M_2X > MX\)
2 \(MX_3 > MX > M_2X\)
3 \(MX > M_2X > MX_3\)
4 \(MX > MX_3 > MX_2\)
Explanation:
Chemical Bonding and Molecular Structure
12771
The correct stability order for \(N_2\) and its given ions is
1 \({N_2} > N_2^ + > N_2^ - > N_2^{2 - }\)
2 \(N_2^ - > N_2^ + > {N_2} > N_2^{2 - }\)
3 \(N_2^ + > N_2^ - > {N_2} > N_2^{2 - }\)
4 \({N_2} > N_2^ + = N_2^ - > N_2^{2 - }\)
Explanation:
Stability \(\propto\) \(B.\) onder If \(B.\) order is same Stability \(\propto \frac{1}{\text { no. of ABMO el }^{-}}\)
Chemical Bonding and Molecular Structure
12772
Select incorrect statement
1 \(O_3\) and \(O_2^{2-}\) both are diamagnetic
2 Out of \(O_2, O_2^+, O_3\) least \(O-O\) bond length is in \(O_2^+\)
3 Out of \(O_2, O_2^+, O_2^-\), only \(O_2\) is paramagnetic
4 Out of \(O_2, O_2^+, O_2^-\), maximum spin magnetic moment is of \(O_2\)
Explanation:
\(O_2\) have \(2\) unpaired \(el^-,\, O_2^-\,and\, O_2^+\) have \(1\) unpaire \(el^-\)
11968
\({H_2}S\) is more acidic than \({H_2}O\), due to
1 \(O\) is more electronegative than \(S\)
2 \(O - H\) bond is stronger than \(S - H\) bond
3 \(O - H\) bond is weaker than \(S - H\) bond
4 None of these
Explanation:
(b)The acidity of hydrides of \(VI\) group elements increase from top to bottom as the bond strength \(X - H\) decrease from top to bottom \({H_2}O < {H_2}S < {H_2}Se < {H_2}Te\)
Chemical Bonding and Molecular Structure
12725
The solubility products of three sparingly soluble salt \(M_2X, MX\) and \(MX_3\) are identical. What will be the order of their solubilities ?
1 \(MX_3 > M_2X > MX\)
2 \(MX_3 > MX > M_2X\)
3 \(MX > M_2X > MX_3\)
4 \(MX > MX_3 > MX_2\)
Explanation:
Chemical Bonding and Molecular Structure
12771
The correct stability order for \(N_2\) and its given ions is
1 \({N_2} > N_2^ + > N_2^ - > N_2^{2 - }\)
2 \(N_2^ - > N_2^ + > {N_2} > N_2^{2 - }\)
3 \(N_2^ + > N_2^ - > {N_2} > N_2^{2 - }\)
4 \({N_2} > N_2^ + = N_2^ - > N_2^{2 - }\)
Explanation:
Stability \(\propto\) \(B.\) onder If \(B.\) order is same Stability \(\propto \frac{1}{\text { no. of ABMO el }^{-}}\)
Chemical Bonding and Molecular Structure
12772
Select incorrect statement
1 \(O_3\) and \(O_2^{2-}\) both are diamagnetic
2 Out of \(O_2, O_2^+, O_3\) least \(O-O\) bond length is in \(O_2^+\)
3 Out of \(O_2, O_2^+, O_2^-\), only \(O_2\) is paramagnetic
4 Out of \(O_2, O_2^+, O_2^-\), maximum spin magnetic moment is of \(O_2\)
Explanation:
\(O_2\) have \(2\) unpaired \(el^-,\, O_2^-\,and\, O_2^+\) have \(1\) unpaire \(el^-\)