A swim team member performs a dive from a 14-foot high spring board. The parabola below shows 20 the path of her dive. 12 8. 10 Distance from Springboard (feot) 8. What is the axis of symmetry? x3 9. Find the height in the air when the diver is 6 feet from the springboard. f(6)- 10. When the diver hits the water, how far from the springboard is the diver? f(0)= 11. What is the domain of this graph? 12. What is the range of this graph? sus Height (feet)

Q: The question is in the picture below.

A: Shortest distance

Q: 11.8 ft I I I 5.05 ft

A: The solution is given by

Q: 7. Plot the points A = (-1,0), B = (2, 3), C = (1,-2) and D = (4, 1) and form the quadrilateral.…

A:

Q: (-3d,0) (- 4a, – 21)

A: Let the coordinates of the point be m,n. Consider the formula for distance (d) between points x1,y1…

Q: Graph the circle. 18) (x-6)2 + (y-2)² = 16

A: The given equation is,(x−6)2+(y−2)2=16(x−6)2+(y−2)2=42Compare this equation with the standard…

Q: O Test the equation for r-axis, y-axis, and origin symmetry. Clearly show and the test you used. %3D…

A:

Q: a|x|+b|y|=c describes the graph. Four coordinates are (0, 4b) (0, -4b) (7a, 0) (-7a, 0). Find the…

A: Here from the given 4 coordinates we will establish the equation of line. Out of all the possible…

Q: Learning Module for Junior High School Mathematics 4. In the center - radius form of the equation of…

A:

Q: 7. Plot the points A = (-1,0), B = (2, 3), C = (1,-2) and D= (4, 1) and form the quadrilateral.…

A: Introduction: A rectangle is a type of quadrilateral that has its parallel sides equal to each other…

Q: 17 What is the radius of the circle described by the equation (x – 2)² + (y + 3)² = 25? What is the…

A: Given circle equation is x-22+y+32=25find radius,center of the circle and graph the equation

Q: Find the value of the variable for the foliowing parallelogram. 10 a-7 2b 6 b= 2,

A:

Q: Cynthia throws a rock that she found on the beach into the water. The rock follows a parabolic arc…

A: given that when Cynthia throws a rock into water , the path of the rock can be modelled by the…

Q: Find the radius of the circle 2x 2+2y 2=50

A:

Maximization

Have you ever seen a bridge in the shape of a parabola? Where is its maximum on the bridge? The maximum of that bridge is the highest point on that bridge. The process of finding the maximum of the bridge here is called the maximization.