1. Apollo hit a golf ball from the ground. The height, in meters, of the ball...

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1. Apollo hit a golf ball from the ground. The height, in meters, of the ball can be modelled with the equation h(t) = -16t² +96t where t is the time in seconds. (Hint: This is a factorable function.) a. What is the maximum height of the golf ball? b. At what time will the golf ball hit the ground? 2. Write the equation of the function (in factored form) that with x-intercepts at -2 and 8 AND that pass through (1,48). 3. Write the equation of the function (in vertex form) that has a vertex of (5,-1) and passes through the point (2,26). 4. Solve. √x +3+7=17 5. Solve. 3 x2. + = 1 x+1 6. Solve. Show your solution on a number line. 2|x + 5| < 10 7. Solve. Write your solution in interval notation. |x-31-428 1. Apollo hit a golf ball from the ground. The height, in meters, of the ball can be modelled with the equation h(t) = -16t² +96t where t is the time in seconds. (Hint: This is a factorable function.) a. What is the maximum height of the golf ball? b. At what time will the golf ball hit the ground? 2. Write the equation of the function (in factored form) that with x-intercepts at -2 and 8 AND that pass through (1,48). 3. Write the equation of the function (in vertex form) that has a vertex of (5,-1) and passes through the point (2,26). 4. Solve. √x +3+7=17 5. Solve. 3 x2. + = 1 x+1 6. Solve. Show your solution on a number line. 2|x + 5| < 10 7. Solve. Write your solution in interval notation. |x-31-428