Omar wants his plant to grow 2 feet over the next year. He reads about two different fertilizers that promote plant growth. Each of the fertilizers projected growths over time, in weeks, can be modeled using a linear equation. Which key attribute of the models would Omar need to compare in order to determine which fertilizer will help his plant reach 2 feet of growth the fastest? (1 point) Omar would need to compare the maximumns from [0, 2] Omar would need to compare the minimums from [0, 2] Omar would need to compare the domains from (0, 0) to (z, 2) Omar would need to compare the ranges from (0, 0) to (2, y)
Omar would need to compare the slopes of the linear equations that model the growth of the plant with each fertilizer over time. The slope represents the rate of growth, so the fertilizer with the steeper slope will help his plant reach 2 feet of growth the fastest.
