Quadratic Word Problems Name 2019 Kuta Software LLC. All rights reserved 1) A parabola has a vertex at (3,-2) and 2) A parabola has a vertex at (-6,5) and passes through (6,7). Determine its passes through (-4,1). Determine its equation in vertex form equation in vertex form. 3) A parabola has a vertex at (11,-4) and 4) A parabola has a vertex at (-8,-12) and has passes through (6,46). Determine its a y int of 20. Determine its equation in equation in vertex form. vertex form. 5) A parabola has a vertex at (17,23) and 6) A parabola has x ints at (-4,0) and (10,0) passes through (8,-4). Determine its and has a max value of 21. Determine its equation in vertex form. equation in vertex form. 7) A parabol shaped bowl is 20cm deep and 8) A parabolic tunnel's arch is 12m above the has a 50cm diameter at its edge. ground and the bottom has a span of 30m. Determine the parabola's a value. Determine the parabola's a value. 9) A rectangle has a length of x + 8 and a 10) A rectangle has a length of x + 12 and a width of 10 - x. Determine the x value width of 8 - x. Determine the x value that that produces the maximum area and produces the maximum area and determine its maximum area. State the determine its maximum area. State the domain and range. domain and range (1) Jimmy throws a rock off a cliff. Its height 12) Jimmy throws a rock off a cliff. Its height over time is expressed by the equation over time is expressed by the equation h =-5t" + 40t+ 24. Determine its h=-5t- + 15t+ 13. Determine its maximum height, the time it takes to reach maximum height, the time it takes to reach its maximum height, and the time it takes its maximum height, and the time it takes to hit the ground. State the domain and to hit the ground. State the domain and range. range. C 2019 Kuta Software LLC. All rights r s reservedl- Made with Infinite Algebra