Graphing Parallel Lines Draw a line that passes through the point ( - 1, - 4) and is parallel to the line graphed below. Then write the equation for that line in slope intercept form. 75- Write the equation of the parallel line that passes through the point ( - 1, - 4) 104 Preview 5- 15 -10 UT- 10 -JO- Clear All Draw:You have 11960 pounds of decorative rock delivered to your house and dumped in your driveway. You need to move all of the rock to your backyard and decide to pace yourself by hauling 8 wheel barrels full of rock each hour with each wheel barrel load holding 65 pounds of rock. The number of pounds of rock in the driveway, R, after t hours can be modeled by the linear function R(t) = 11960 - 520t Find the Vertical Intercept. Write your answer as an Ordered Pair: Complete the following sentence to explain the meaning of the Vertical Intercpet. Make sure to use Units in your answers At , you have of rock in your driveway. Find the Horizontal Intercept. Write your answer as an Ordered Pair: Complete the following sentence to explain the meaning of the Horizontal Intercpet. Make sure to use Units in your answers After you have of rock in your driveway. Evaluate R(5). Write your answer as an Ordered Pair: Complete the following sentence to explain the meaning of the Ordered Pair. Make sure to use Units in your answers After , you have of rock in your driveway. Find the value of t where R(t) = 5720. Write your answer as an Ordered Pair: Complete the following sentence to explain the meaning of the Ordered Pair. Make sure to use Units in your answers After , you have of rock in your driveway.Round your answers to two decimal places as needed. The population of Middleville has been growing at a constant rate since 2000. It's growth since 2000 can be modeled by the function M(t) = 600t + 20000 where M(t) represents the Population t years since the year 2000. During the same time period, Littleville has been growing in parallel at the exact same constant rate and in 2006 had a population of 10125 people. Determine the Linear Function that describes the growth of the Littleville population since the year 2000. Use L(t) to represent the population of Littleville t years since the year 2000. Function: L(t) = Preview Assuming that both towns continue to grow at a constant rate and in parallel, determine the population of each in the year 2020. The population of Middleville in the year 2020 will be The population of Littleville in the year 2020 will be