Which of the following value functions exhibit strong loss aversion?

Question

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Strong loss aversion means that the marginal utility of a loss is greater than the marginal utility of a gain of the same magnitude. In other words, people feel losses more strongly than they feel gains.The value function that exhibits strong loss aversion is $u_{g}=\ln (x) \cdot u_{l}=\sqrt{x}$. This is because the marginal utility of a loss is $\frac{1}{x}$, which is greater than the marginal utility of a gain of the same magnitude, which is $\frac{1}{2\sqrt{x}}$.

Which of the Following Value Functions Exhibit Strong Loss Aversion ug=ln⁡(x)⋅ul=xu_{g}=\ln (x) \cdot u_{l}=\sqrt{x}ug​=ln(x)⋅ul​=x​

Which of the Following Value Functions Exhibit Strong Loss Aversion $u_{g}=\ln (x) \cdot u_{l}=\sqrt{x}$