If $^{'} I^{'}$ is the intensity of absorbed light and $^{'} c^{'}$ is the concentration of $A B$ for the photochemical process $A B +$ hvà $A B^{},$ the rate of formation of $A B^{}$ is directly proportional to:

$c$

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$I$

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$I^{2}$

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$c . I$

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Solution

The correct option is D
$c . I$

Rate determining step for all reaction in solution state is given as r = K. I_abs.c

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If 'I' is the intensity of absorbed light and 'c' is the concentration of AB for the photochemical process AB + hvà AB*, the rate of formation of AB* is directly proportional to:

Q. If '

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' is the intensity of absorbed light and '

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A B + h v \to A B^{*}

, the rate of formation of

A B^{*}

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If I is the intensity of absorbed light and C is the concentration of AB for the photochemical process $A B + h V \to A B$ ,
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If ′I′ is the intensity of absorbed light and ′c′ is the concentration of AB for the photochemical process AB+ hvà AB∗, the rate of formation of AB∗ is directly proportional to:

The correct option is D c.I Rate determining step for all reaction in solution state is given as r = K. Iabs.c

If $^{'} I^{'}$ is the intensity of absorbed light and $^{'} c^{'}$ is the concentration of $A B$ for the photochemical process $A B +$ hvà $A B^{},$ the rate of formation of $A B^{}$ is directly proportional to:

The correct option is D
$c . I$

Rate determining step for all reaction in solution state is given as r = K. I_abs.c