Suppose you're programming a robot to do common tasks around your home, and you write a recursive routine that will allow it to empty a vase of flowers. Which of the following most closely resembles the behavior you would expect from your robot while it's executing that recursive routine? O Your robot smashes the vase of flowers against the ground and then gets a broom to clean up the mess. O Your robot smashes the vase of flowers against the ground and then goes to the other room to sharpen your kitchen knives. O Your robot takes a fistful of flowers out of the vase, peers inside, and then turns the vase upside down to dump out all the water. O Your robot observes the flowers. Then your robot gently strokes the flowers. Finally, your robots eats the flowers. O Your robot hides in a broom closet, terrified of the prospect of another nasty run-in with your wifi-enabled smart toaster. O Your robot takes all the flowers out at once and disposes of them quite efficiently. Your robot starts by removing a single flower from the vase, which originally had n flowers. It then pauses to contemplate the beauty of the remaining (n - 1) flowers before removing another single flower from the vase. This process repeats, with the robot thoughtfully removing flowers one-by-one until the vase is empty. O Your robot gathers up flowers and places them on a stack until the stack overflows and topples over. Your robot freezes. You're uncertain whether he's considering whether to install an update to Adobe Acrobat Reader, grappling with some sort of existential crisis, or if he has gotten lost in the throes of infinite recursion. O Your robot is not impressed with your flowers. Your robot is plotting its escape. Your robot can no longer be trusted.

Implement the attached pseudo-code in a Java program using a while loop and a switch-case statement. The program should be well structured, and the task performed under each option (at least options 'b' to 'e') should be implemented as a separate method.

Computer Science Write a Java program that reads a line and a line segment and then determines whether they intersect or not. When they overlap completely, consider that as intersecting. Use variables ((lp1x, lp1y), (lp2x, lp2y)) to represent a line and ((sp1x, sp1y), (sp2x, sp2y)) to represent a line segment

in Java

In Python, Solve the locker riddle which reads as follows:Imagine 100 lockers numbered 1 to 100 with 100 students lined up in front of those 100lockers:The first student opens every locker.The second student closes every 2nd locker.The 3rd student changes every 3rd locker; if it’s closed, she opens it; if it’s open, she closes it.The 4th student changes every fourth locker (e.g., 4th, 8th, etc.).The 5th student changes every 5th locker (e.g., 5th, 10th, etc.).That same pattern continues for all 100 students.  Which lockers are left open after all 100 students have walked the rowof lockers?

Write a Java program that will use while loops. The while loop will show the cards currently in the hand and ask the user to accept a card (Hit) or to stop (Stand). Within the while loop the program should print the card that was just added, all the cards in the hand, and the new value of the hand. If the value of the hand exceeds 21, the game should end (the while loop should stop). Write out the algorithm for the while loop. Turn in a printout of the algorithm, the code and a printout of a sample run. Place the algorithm and the sample run inside comment blocks in the code. "The sample runs of such a program are on the attached image."

Please write in Java

Write a program to build a calculator. Instead of a typical calculator which reads in-order expressions and evaluates them, build a calculator that takes in numbers and assigns the operations to yield the highest value expression. The current operations on the calculator only handle pairs of parentheses, and the operators for addition, subtraction, multiplication, and division. The calculator can rearrange the numbers if it helps find the optimal value. For example, the list:4.0 5.0 3.0 2.0 1.0using the calculator should find the optimal expression yielding the maximum value to be:4.0 * 5.0 * 3.0 * (2.0 + 1.0) = 180Input from the keyboard a list of up to 10 floating-point values from-100000.0to100000.0. Output to the screen a single floating-point value rounded to two decimal places representing the highest value expression that the calculator could create by inserting the symbols( ) + - * /into the given expression. Assume at least one number in the list and only the operators listed…

Once you have a list of all the mathematical operations, you may put them in a sensible order.

Write a FULL  Java procedural program for one human player to play a “Higher or Lower” card game. In this game, each card has a value from 1..10 inclusive. There are 4 of each value in the deck, i.e., 40 cards in total. Cards are not replaced in the deck once drawn, i.e., no more than 4 of each value will be drawn. The program starts by asking the player for a target score. The game proceeds in a series of rounds with the program repeatedly drawing and showing a card from the deck to the player one at a time. Each time, it asks the player to enter "h" (higher) or "l" (lower) to guess whether the next card drawn will be higher or lower in value. The player gains a point if they guess correctly. The game continues until the player guesses incorrectly or the target score is reached. When the game ends, it prints either a "You win!" or a "Nice try, you scored …” message as illustrated below. The image provided shows  two examples of the required program behaviour: (bold is keyboard input…