Refer to the given equation:2(C_{51}H_{98}O_{ | 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 during respiration.The

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$0.7$

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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 during respiration.The formula is: $RQ = \frac{	ext{Volume of } CO_{2} 	ext{ evolved}}{	ext{Volume of } O_{2} 	ext{ consumed}}$.From the given balanced chemical equation:$2(C_{51}H_{98}O_{6}) + 145O_{2} ightarrow 102CO_{2} + 98H_{2}O + 	ext{Energy}$.Here, the number of $CO_{2}$ molecules evolved is $102$ and the number of $O_{2}$ molecules consumed is $145$.Therefore, $RQ = \frac{102}{145} \approx 0.7$.Since the substrate is a fatty acid (tripalmitin), the $RQ$ is less than $1$.

Refer to the given equation:
$2(C_{51}H_{98}O_{6}) + 145O_{2} \rightarrow 102CO_{2} + 98H_{2}O + \text{Energy}$
The respiratory quotient $(RQ)$ in this case is:

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Refer to the given equation:$2(C_{51}H_{98}O_{6}) + 145O_{2} \rightarrow 102CO_{2} + 98H_{2}O + \text{Energy}$The respiratory quotient $(RQ)$ in this case is: