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A Circus Tent You are at the center of a circus tent, where the height is
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Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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Algebra: Structure And Method, Book 1
- Slope from Two Points Take west to be the positive direction. The height of a sloped roof above the place where you stand is 12 feet see Figure 3.28). If you move 3 feet west, the height is 10 feet. What is the slope?arrow_forwardA Ramp A ramp runs from the ground level to a building entrance that is 3 feet high and 12 feet from the base of the ramp. If we think of the base of the ramp as the origin and the building is located on the positive horizontal axis as shown in Figure 3.26), find the slope of the line representing the ramp.arrow_forwardMore on the Circus Tent Assume that the roof of the circus tent in Exercise S- 11 extends in a straight line to the ground. How far from the center of the tent does the roof meet the ground? A Circus Tent You are at the center of a circus tent, where the height is 22 feet see Figure 3.29). You are facing due west, which you take to be the positive direction. The slope of the tent line is 0.8. If you walk 7 feet west, how high is the tent?arrow_forward
- Slope from the Rise and Run One end of a ladder is on the ground. The top of the ladder rests at the top of an 8-foot wall. The wall is 2 horizontal feet from the base of the ladder. What is the slope of the line made by the ladder? Assume that the positive direction points from the base of the ladder toward the wall.arrow_forwardHeight from Slope and Horizontal Distance The base of a ladder is 3 horizontal feet from the wall where its top rests see Figure 3.27). The slope of the line made by the ladder is 2.5. What is the vertical height of the top of the ladder? Assume that the positive direction points from the base of the ladder toward the wall.arrow_forwardSlides A company manufactures slides. The top of the slide is 5 feet high. The bottom is 7 feet away, as shown in Figure 3.11. a. If the coordinate axes are chosen as shown in the figure, find the slope of the slide. b. A child complains that the trip down the slide is not fast enough. How should the slope be adjusted to accommodate the unhappy child?arrow_forward
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