a
Complex $\left[ Co ( en )\left( NH _3\right)_3\left( H _2 O \right)\right]^{+3}$ has two geometrical isomers.
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$\left[ Co \left( NH _3\right)_3\left( H _2 O \right)( CN )_2\right]^{+}$has three geometrical isomers.
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${\left[ Co ( en )\left( NH _3\right)_3\left( H _2 O \right)\right]^{+3} \text { is diamagnetic }}$
Co $=[ Ar ]_{18} 4 s ^2 3 d ^7$
Co $^{+3}=[ Ar ]_{18} 3 d ^6$
en is strong field ligand.
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${\left[ Co ( en )\left( NH _3\right)_3\left( H _2 O \right)\right]^{+3}} -\quad-\Delta_0$
${\left[ Co \text { (en) }\left( NH _3\right)_4\right]^{+4}}$
$\Delta_0=\frac{ hc }{\lambda}$
$\therefore \Delta_0 \propto \frac{1}{\lambda}$
$[Co (en)$ $\left.\left( NH _3\right)_3\left( H _2 O \right)\right]^{+3}$ absorbs light at longer wavelength as compared to $[ Co ( en )$ $\left.\left( NH _3\right)_4\right]^{+3}$
