Task 1: Your nephew is standing on his deck, which is 4 feet off the ground. He tosses his toy up into the air at an initial velocity of 7 feet per second. The equation h = -2t2 + 7t 1- 4 models the toy's height h in feet from the ground at t seconds after he threw it. A: How high is the toy after 1 second? 3: What is the toy's maximum height? C: How long is the toy in the air? Task 2: A flying squirrel jumped from a tree 11 feet in the air at an initial velocity of 9 feet per second. The equation h = -212 + 91 + 11 models his jump where h is height in feet and t is time in seconds. A: What was the squirrel's maximum height? B: How many seconds after he jumped was the squirrel at his highest point? C: When did the squirrel reach the ground?Task 3: A frog sitting on a stump 4 feet high hops off and lands on the ground. During her leap, the frog's height h in feet is given by the equation h = -t').5d2 + d + 4, where d is the horizontal distance in feet from the base of the stump. A: What was the frog's maximum height? / I B: How far from the stump did the frog land? I C: What was the frog's horizontal distance from the log at her maximum height? Task 5: Fireworks are red from the roof of o loo-foot building and trove! 84 feet per second. The equation h = -16t2 + 841' + 100 models the height h of the reworks at any given time I seconds. A: How long are the reworks in the air? B: How high did the reworks get? C: How high were the reworks 2 seconds after they left the root? Task #7 launching From a Tower Suppose a projectile is launched from a tower 64 teet high into the air with an initial velocity of 48 feet per second. Its height, h, in feet, above the ground is modeled by the function gm = 46F + v01 + h where its the time, in second, since the projectile was launched, V0 is the initial velocity. and h is the initial height. A: What height was the projectile launched from? * 1 point 0 0ft (off of the ground) B: What is the initial velocity? * 1 point 0 -16 ft per second 0 4 ft per second O 48 ft per second 0 0.8 ft per second C: Which function accurately represents the scenario described above? * 1 point 90:) = 16t2 + 48t + 64 g(t) = 16t2 + 64t + 48 g(t) = 16t2 481: + 64 g(t) = 161:2 64t + 48 D: How long was the projectile in the air? * 1 point 0 1.5 seconds 0 6.25 seconds 0 4seconds O 3 seconds E: When did it reach its maximum height? * 1 point 0 64 seconds 0 1.5 seconds 0 100 seconds 0 4 seconds F: What was its maximum height? * 1 point