11. Suppose the probability that a basketball player makes a free throw is \( 60 \% \), and suppose that free throws are independent events. a. What is the probability that the player will make two free throws in a row? b. What is the probability that the player will miss two free throws in a row? c. If the player has 50 opportunities to make two free throws, about how often would you expect both free throws to be made?

А16. В каком ряду во всех трёх словах пропущена одна и та же буква? 1) и..черпанный, ра..грести, ра..кошелиться 2) от.двинуть, пр..мывать, поз.растали 3) в..езная, подош...от, раз..единить 4) пр..сечь, пр..глубокий, пр..вратности (судьбы)

Simplify the following, giving all answers with positive exponents. (Assume all variables are \( \neq 0 \).) \( \frac{8 g^{4} h^{-3}}{\left(2 g^{2} h\right)^{5}} \div \frac{\left(4 g^{-2} h\right)^{2}}{2 g h^{5}} \)

A. List the elements of the following sets from the figure shown: I. \( U=\{a, b, c, d, b, j, h, b\} \), 2. \( A^{\prime} \cup B^{\prime}=\left\{a, b, d_{i}, f, g, h, 1, j\right\} \) 3. \( A^{\prime} \cap B^{\prime}=\{ \) 4. \( A^{\prime} \cap B= \) 5. \( A \cup B^{\prime}= \)

14. Si: \( P(x ; y)=y^{n-2}+y^{\frac{8}{n-1}}+y x^{5-n} \) es un polinomio, el grado del polinomio \( H(x)=\underbrace{x+x^{4}+x^{9}+\ldots}_{(n+2) \text { sumandos }} \), es: a) 55 b) 25 c) 1 d) 16 e) 125

simplyfy \( \frac{1 g^{4} h^{-3}}{32 g^{2} h x} \log -2 h \)