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(A) The standard respiratory volumes and capacities are as follows:$(a)$ Tidal Volume $(TV)$: Approximately $500 \ ml$.$(d)$ Expiratory Capacity $(EC)

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$(a) < (b) < (d) < (c)$

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(A) The standard respiratory volumes and capacities are as follows:$(a)$ Tidal Volume $(TV)$: Approximately $500 \ ml$.$(d)$ Expiratory Capacity $(EC)$: $TV + ERV = 500 \ ml + 1000 \ ml = 1500 \ ml$.$(b)$ Residual Volume $(RV)$: Approximately $1100-1200 \ ml$.$(c)$ Inspiratory Reserve Volume $(IRV)$: Approximately $2500-3000 \ ml$.Comparing these values: $500 \ ml (TV) Therefore,the ascending order is $(a) < (b) < (d) < (c)$.

Arrange the following terms based on their volumes in an ascending order.
$(a)$ Tidal Volume $(TV)$
$(b)$ Residual Volume $(RV)$
$(c)$ Inspiratory Reserve Volume $(IRV)$
$(d)$ Expiratory Capacity $(EC)$

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Arrange the following terms based on their volumes in an ascending order.$(a)$ Tidal Volume $(TV)$$(b)$ Residual Volume $(RV)$$(c)$ Inspiratory Reserve Volume $(IRV)$$(d)$ Expiratory Capacity $(EC)$