\( \begin{array}{lll}\text { a. } \frac{-10}{5}= & \text { b. } \frac{-8}{2}= & \text { c. } \frac{6}{-3}= \\ \text { d. } \frac{12}{-6}= & \text { e. } \frac{27}{-3}= & \text { f. } \frac{-63}{-9}= \\ \text { g. } \frac{950}{-10}=-95 & \text { h. } \frac{-74}{-10}= & \text { i. } \frac{9,3}{-100}= \\ \text { f. } \frac{-18}{6}= & \text { k. } \frac{35}{-7}= & \text { l. } \frac{-17}{2}=\end{array} \)

Let's tackle these fractions with a bit of flair! Here are the answers to each one: a. \(-2\) b. \(-4\) c. \(-2\) d. \(-2\) e. \(-9\) f. \(7\) g. \(-95\) h. \(7.4\) i. \(-0.093\) j. \(-3\) k. \(-5\) l. \(-8.5\) When dividing a negative by a positive, the result is always negative. Meanwhile, dividing a negative by a negative gives you a positive result! So, keep practicing—math is all about patterns and understanding how signs work!