En \( R^{2} \) suponga que \( (x)_{B_{1}}=\binom{2}{-1} \), donde \( B_{1}-\left\{\binom{1}{1},\binom{2}{3}\right\} \). Al escribir \( x \) en términos de là base \( B_{2}=\left\{\binom{0}{3},\binom{5}{-1}\right\} \) queda \( (x)_{B_{1}}=\binom{-\frac{1}{3}}{\beta} \) ¿Cuánto vale \( \beta \) ?

15 Multiple Choice 1 point Why are programs designed to educate people about the dangers of using tobacco products just as important as developing tobacco cessation programs? Educational programs alone are entough to eliminate tobacco use, if only everyone had access to such a program. Because educational programs are cheaper than cessation programs. Because educational programs have a larger impact on reducing the financial burden of healthcare. Because preventing the initiation of tobacco use is critical to public health. Clear my selection

Which statement is NOT true about the Grim Trigger strategy? The Grim Trigger strategy leads you to only one equilibrium. The Grim Trigger strategy involves only two instructions. The Grim Trigger strategy is relatively simple. The Grim Trigger strategy punishes your rival for not cooperating.

Misal \( R 1 \) dan \( R 2 \) relasi pada \( B=(a, b, c) \) \( R 1=\{(a, b),(a, c),(b, c),(c, a)\} \) \( R 2=\{(a, c),(b, b),(c, b)\} \) 15. Tentukan \( R 2 \circ R 1 \) adalah

Identify the drugs used to treat malignant hypertension.

A Nash equilibrium occurs when your best outcome is achieved. the best outcome for society is achieved. and parties are made worse off.