Table 1: Distance, grades, and rolling resistance on haul road segments.Segment Length (m) Grade (%)RollingResistance (%)Ramp 2500 8 2Ex-pit 500 1 2Dump/Stockpile 500 5 22Figure 1: CAT 795F performance chart in Propulsion mode (uphill)Figure 2: CAT 795F performance chart in retardation mode (downhill)

Ignoring the effects of air resistance and friction with the road, how much work is done by the riderto increase their speed from 2.0 m/s to 6.0 m/s?A. 190 JB. 760 JC. 1500 JD. 1700 J

Sample InputEnter car details:Colour: BlueMileage (km/l): 15.5Top Speed (km/h): 200Number of Gears: 5Number of Doors: 4Fuel Type: PetrolEnter truck details:Colour: RedMileage (km/l): 8.5Top Speed (km/h): 120Number of Gears: 6Cargo Capacity (tons): 10Max Load Capacity (tons): 20Enter bus details:Colour: GreenMileage (km/l): 6.0Top Speed (km/h): 100Number of Gears: 5Seating Capacity: 50Route Number: 101Sample OutputCar Details:Colour: BlueMileage: 15.5 km/lTop Speed: 200 km/hNumber of Gears: 5Number of Doors: 4Fuel Type: PetrolTruck Details:Colour: RedMileage: 8.5 km/lTop Speed: 120 km/hNumber of Gears: 6Cargo Capacity: 10 tonsMax Load Capacity: 20 tonsBus Details:Colour: GreenMileage: 6.0 km/lTop Speed: 100 km/hNumber of Gears: 5Seating Capacity: 50 passengersRoute Number: 101

Problem StatementKaniska is tasked with creating a program that allows users to input information about different types of vehicles and calculate the time it takes for these vehicles to travel a given distance at their maximum speeds. The program will support three types of vehicles: Cars, Bicycles, and Boats.Your task is to implement the Vehicle class as the base class for these three vehicle types. The Vehicle class should have the following properties and functionalities:Properties:numOfWheels (integer): representing the number of wheels of the vehicle.maxSpeed (floating-point): representing the maximum speed of the vehicle.Functionalities:A default constructor to initialize numOfWheels and maxSpeed to 0.A virtual function setNumOfWheels(int wheels) to set the number of wheels of the vehicle.A virtual function setMaxSpeed(float speed) to set the maximum speed of the vehicle.A virtual function getNumOfWheels() to get the number of wheels on the vehicle.A virtual function getMaxSpeed() to get the maximum speed of the vehicle.A virtual function timeToTravel(float distance) that calculates and returns the time it takes for the vehicle to travel the given distance at its maximum speed.Implement three derived classes, Car, Bicycle, and Boat, which inherit from the Vehicle class. Each derived class should override the timeToTravel(float distance) function with the appropriate calculation for the specific vehicle type. The Car and Bicycle classes should calculate the time based on their maximum speed in mph, while the Boat class should consider the maximum speed in knots and convert it to mph using the formula 1 knot = 1.151 mph.In the main function, create instances of each vehicle type (Car, Bicycle, and Boat) and take user input for the number of wheels and maximum speed for each vehicle. Then, the user will input a distance, and the program will display the details of each vehicle and the time it takes for each vehicle to travel the given distance at its maximum speed.Note: This kind of question will help in clearing Capgemini recruitment.Input format :The first line consists of the number of wheels and the maximum speed of the car, separated by a single space.The third line consists of the number of wheels and the maximum speed of the bicycle, separated by a single space.The fifth line consists of the maximum speed of the boat (in knots).The sixth line consists of the distance to travel (in miles).Output format :The program outputs the details of the car, bicycle, and boat, including the number of wheels and the maximum speed for each vehicle, as well as the time it would take to travel the specified distance at maximum speed.The output includes the vehicle type, number of wheels, maximum speed, and time taken to travel the distance.The time taken is displayed in hours.Refer to the sample input and output for format specifications.Code constraints :The number of wheels (numOfWheels) for each vehicle is a positive integer.The maximum speed (maxSpeed) for each vehicle is a positive floating-point number.The distance to travel is a positive floating-point number.The maximum speed of the Boat (in knots) should be converted to mph using the formula: 1 knot = 1.151 mph.Sample test cases :Input 1 :4 602 153050Output 1 :Vehicle Details:Car has 4 wheels and can go up to 60 mph. It would take 0.833333 hours to travel 50 miles at maximum speed.Bicycle has 2 wheels and can go up to 15 mph. It would take 3.33333 hours to travel 50 miles at maximum speed.Boat has 0 wheels and can go up to 30 knots. It would take 1.44802 hours to travel 50 miles at maximum speed.Input 2 :4 902 203575Output 2 :Vehicle Details:Car has 4 wheels and can go up to 90 mph. It would take 0.833333 hours to travel 75 miles at maximum speed.Bicycle has 2 wheels and can go up to 20 mph. It would take 3.75 hours to travel 75 miles at maximum speed.Boat has 0 wheels and can go up to 35 knots. It would take 1.86174 hours to travel 75 miles at maximum speed.Note :The program will be evaluated only after the “Submit Code” is clicked.Extra spaces and new line characters in the program output will result in the failure of the test case.

The factors that is required for road geometrics is ___________a.Allb.PSDc.SSDd.Speed of vehicle

Question 5In the ‘Creating Basic Charts in Excel’ video, which type of chart shows the relative contribution of unit sales from Ford car models? 1 pointLine chart Bar chart Funnel chart Pie chart