Please help and explain process to solve **Problem 10:**Johnson hit a baseball that follows the parabolic path shown. The point (400, 8) represents the top of the outfield wall on this path.**Graph Explanation:**- The graph is a parabola representing the height of the ball over time. - The x-axis is labeled "Distance from Home Plate (ft)" and ranges from 0 to 450 feet. - The y-axis is labeled "Height (ft)" and ranges from 0 to 125 feet.- The equation of the parabola is given as \( y = -0.0025x^2 + x + 3 \). - The graph peaks before declining and intersects the x-axis near 400 feet, indicating where the ball lands.**Tasks:**a. **Write a quadratic inequality whose solutions represent the locations of the top of any wall that his ball would clear.**b. **Describe the graph of the solution to the inequality in Part a.**c. **Will Johnson's hit be a home run? Explain.**

To write the inequality, we consider the height 'y' of the baseball to be greater than the height of the wall (which is 8 feet for the given point (400, 8)). Since, we know the wall's height at a particular point is 8 ft at a 400 ft distance, we set y>8 Solving this inequality gives us the range of x values for which the ball's height y is greater than the wall's height, meaning the ball will clear the wall within this range.The graph of the solution to this inequality shows a parabolic curve opening downwards (since the coefficient of x2 is negative).The region where the curve is above the line y=8 represents the solution to the inequality.This means that there are two points where the curve intersects the line y=8, and between these two points, the ball is higher than the wall.To determine if the hit will be a home run, we need to find if the ball's height is above the 8-foot mark when it reaches the outfield wall (400 feet from home plate).Substituting x = 400 into the inequality, we get:a. b. The graph of the solution to this inequality shows a parabolic curve opening downwards (since the coefficient of x2 is negative).The region where the curve is above the line "y = 8" represents the solution to the inequality.This means that there are two points where the curve intersects the line y = 8, and between these two points, the ball is higher than the wall.c. Johnson's hit would not be a home run based on the analysis of inequality.