If Sherry's preferences are given by $U(x)=\sqrt{x}$ what is her certainty equivalent of taking a gamble that consists of $\$ 100$ with a $25 \%$ chance and $\$ 25$ with a $75 \%$ chance?

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The Answer of If Sherry's preferences are given by $U(x)=\sqrt{x}$ what is her certainty equivalent of taking a gamble that consists of $\$ 100$ with a $25 \%$ chance and $\$ 25$ with a $75 \%$ chance?

If Sherry's Preferences Are Given By U(x)=xU(x)=\sqrt{x}U(x)=x​ What Is Her Certainty Equivalent of Taking a Gamble That

If Sherry's Preferences Are Given By $U(x)=\sqrt{x}$ What Is Her Certainty Equivalent of Taking a Gamble That