MCQ
Correct order of extent of overlapping is
- A$1s-1s < 2s-2s < 2s-2p$
- B$2p-2p\, (axial) < 2p-2p\, (colateral)$
- ✓$1s-1s > 2p-2p\, (axial) > 2s-2p > 2s-2s$
- D$1s-1s > 2s-2p > 2s-2s > 2p-2p\, (axial)$
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$(I) \,C{H_3}CH = C{H_2} + HBr\xrightarrow{{peroxide}}$
$(II)\, C{H_3}CH = C{H_2} + HBr\xrightarrow{{CC{l_4}}}$
$(III)\, C{H_3}C{H_2}C{H_3} + B{r_2}\xrightarrow{{hv}}$
$(IV)\,C{H_3}CH = C{H_2} + B{r_2}\xrightarrow{{CC{l_4}}}$
(Note: Degree of dissociation ( $\alpha$ ) of weak acid and weak base is $<<1$; degree of hydrolysis of salt $<<1 ;\left[ H ^{+}\right]$represents the concentration of $H ^{+}$ions)
| $LIST-I$ | $LIST-II$ |
|
$P$ $(10 mL $of $0.1 M NaOH +20 mL$ $of 0.1 M $ acetic acid) diluted to $60 mL$ |
$1$ the value of $\left[ H ^{+}\right]$does not change on dilution |
|
$Q $ $(20 mL $ of $ 0.1 M NaOH +20 mL $of $0.1 M $ acetic acid) diluted to $ 80 mL$ |
$2$ the value of $\left[ H ^{+}\right]$changes to half of its initial value on dilution the value of $\left[ H ^{+}\right]$changes to two times of its initial value on dilution |
|
$R$ $(20 mL $ of $ 0.1 M HCl +20 mL$of $0.1 M$ ammonia solution) diluted to $80 mL$ |
$3$ the value of $\left[ H ^{+}\right]$changes to $1 / \sqrt{2}$ times of its initial value on dilution |
|
$S$ $10 mL$ saturated solution of Ni $( OH )_2$in equilibrium with excess solid Ni $( OH )_2$ s diluted to $20 mL$ (solid Ni $( OH )_2$ is still present afterdilution). |
$4$the value of $\left[ H ^{+}\right]$changes to $\sqrt{2}$ times of its initial value on dilution |
| $5$ the value of $\left[ H ^{+}\right]$changes to $\sqrt{2}$ times of its initial value on dilution |
Match each process given in $LIST-I$ with one or more effect(s) in $LIST-II$. The correct option is