Let D′$$(x)D^{\prime}(x) be a $$marginal demand function that is positive and increasing, where xx is the price of the product. Is the increase in demand from C C units to 2C 2C units less than the increase in demand from 2C 2C units to 3C 3C units? Note that CC, 2C2C, and 3C3C are price values.

Yes, because D′$$(x)D^{\prime}(x) is $$smaller on [C,2C] [C, 2C] than on [2C,3C] [2C, 3C] .

No, because D′$$(x)D^{\prime}(x) is $$larger on [C,2C] [C, 2C] than on [2C,3C] [2C, 3C] .

Yes, because D′$$(x)D^{\prime}(x) is $$constant on both intervals.

No, because D′$$(x)D^{\prime}(x) is $$increasing.

Let D′(x)D^{\prime}(x) be a marginal demand function that is posi...

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Let D′(x)D^{\(\prime\)}(x) be a marginal demand function that is positive and increasing, where xx is the price of the product. Is the increase in demand from C C units to 2C 2C units less than the increase in demand from 2C 2C units to 3C 3C units? Note that CC, 2C2C, and 3C3C are price values.

Let $D^{'} (x)$ be a marginal demand function that is positive and increasing, where $x$ is the price of the product. Is the increase in demand from $C$ units to $2 C$ units less than the increase in demand from $2 C$ units to $3 C$ units? Note that $C$ , $2 C$ , and $3 C$ are price values.