What is the value of RQ of castor seeds,if th | vedclass

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(B) The Respiratory Quotient $(RQ)$ is defined as the ratio of the volume of $CO_2$ evolved to the volume of $O_2$ consumed.In Ganong's respirometer:$

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$0.75$

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(B) The Respiratory Quotient $(RQ)$ is defined as the ratio of the volume of $CO_2$ evolved to the volume of $O_2$ consumed.In Ganong's respirometer:$(i)$ The first rise of saline $(V_1)$ represents the volume of $O_2$ consumed = $10 \, ml$.(ii) The second rise of saline after adding $KOH$ $(V_2)$ represents the volume of $CO_2$ evolved = $30 \, ml$.Therefore,the total volume of $O_2$ consumed is the sum of the first rise and the volume of $CO_2$ (since $CO_2$ was absorbed by $KOH$ in the second step).$RQ = \frac{	ext{Volume of } CO_2}{	ext{Volume of } O_2} = \frac{V_2}{V_1 + V_2} = \frac{30}{10 + 30} = \frac{30}{40} = 0.75$.

What is the value of $RQ$ of castor seeds,if the imaginary values of Ganong's respirometer are as follows:
$(i)$ First rise of saline = $10 \, ml$
(ii) Second rise of saline after adding $KOH = 30 \, ml$

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$2(C_5H_9O_5) + 145O_2 \rightarrow 102CO_2 + 98H_2O + \text{energy}$. The Respiratory Quotient $(RQ)$ of a biomolecule used for respiration, as per the above equation, would be:

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Refer to the given equation:
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What is the value of $RQ$ of castor seeds,if the imaginary values of Ganong's respirometer are as follows:$(i)$ First rise of saline = $10 \, ml$(ii) Second rise of saline after adding $KOH = 30 \, ml$