$5$ will be collected in each group for a period of 13weeks? $1$ $\left(x\right)=\dfrac {x} {c}n$ $\infty ^{0}$ $o$ $1700$ $→180$ $\infty $ $0$ $→190^{0}00$ $→200$ $88$ Additional Activities $D0$ the following to enhance your learning. $1.$ Construct a table of values of the following functions using the interval of $5$ to 5. $a$ $g\left(x\right)=\dfrac {x^{3}+3x-5} {x^{2}}$ b. $f\left(t\right)=\dfrac {1} {t^{2-2t+1}}$ 2. Using the data from the table of values, plot the points on the cartesian plane and connect the points of a. g(x) $b.1\left(t\right)$ An application of rational functions may involve the number of persons who can do a task in a certain amount of time. We can handle these applications involving work in a manner similar to the method we used to solve distance, speed, and time problems. Work = Rate $x$ Time. Suppose you can finish a report in 2 hours. Your classmate can finish the same report in 4 hours. How long will it take to finish the report if both of you work together? We have a saying that "Two heads are better than one", would you rather work alone or with a team? Why? $4$

$19\right)$ Please make certain to solve the provided word problem by following the $si\times -st$ method discussed in class. Sara can paint a room in $8$ hours but it takes Jack $5$ hours to paint the same $100m$ How long will it take them to paint the room if they work together? Use the steps for solving word problems.

$Direci0n$ Read and understand the problem. Answer the question below tó šolve Une problem. Your classmate can weed a $9$ garden in 3hours, but it takes you $4$ hours do the same job. How long would it take you both to weed the garden if you work together?