In one round of an experiment, a spinner is spun, a coin is tossed, and a number pyramid is thrown. - The spinner has 3 equal sections labeled A, B, C. - The coin has heads and tails. Part A How many possible outcomes are there? Enter the answer in the box. Part B has equal sides labeled 1 through 4 . How many possible ways can the outcome be a vowel and either tails or an odd number? Enter the answer in the

Find the distance between the pair of points \( (2,2) \) and \( (9,9) \). If necessary, express the answel The distance between the given points is \( \square \) units. (Simplify your answer. Type an exact answer, using radicals as needed.)

\( \begin{array}{lll}\text { a) } 2+3-4-2+3= & \text { b) }-4+3-3-2+5= & \text { c) } 6+3-6+2-8= \\ \text { d) } 12-4+8-12+2= & \text { e) }-5-4+9-6+4= & \text { f) }-8+2-4+3-4=\end{array} \)

\( 0 = - 15 \times 2 + 1650 x - 36 \leftarrow \)

d) \( \frac{\log _{3} 1+\log _{10} 0,01}{\log _{2} \frac{1}{64} \cdot \log _{4} \sqrt{8}} \)

Factor the expression completely. \[ x^{3} y^{4}-x^{4} y^{4} \]