Start Declaration num Count = 0 While Count < 4 Output ”Hello" Count = Count + 1 endwhile Output "Goodbye" Stop.   In your own words, write out what each line of action is doing in the above pseudocode.

stoppingDistance = speed * (2.25 + speed / 21)Write a program which determines whether a vehicle’s tailgating distance is safe.The program should read in the speed of the vehicle and the vehicle’s tailgatingdistance. The program should then calculate the distance that would be required tostop the vehicle.If the stopping distance is less than the tailgating distance, your programshould print “No problem.” If the stopping distance equals the tailgatingdistance, your program should print “Minor wreck.” If the stopping distanceis greater than the tailgating distance, your program should print “Majorwreck!”Notice that the expression on the right side of the formula above will force thecompiler to convert everything to type double. Use type double for your workingvariables. Write your program so that it is able to produce the following screendisplay:Sample session:Enter your speed (in mph): 60.0Enter your tailgate distance (in feet): 240.0Major wreck!

Part 4 Guessing game (random and absolute) Write a program that does this: You (as programmer) are the dealer. Pick a random number for yourself (between 0 and 100). Ask the user to input a random number (between 0 and 100). Whoever is closer to 21 wins the game. If the dealer wins, say "Dealer wins." If the user wins, say “Player wins”. Example output: Player please pick a number. 45 Dealer has 25 Dealer wins. Part 5 Guessing game loop (keeping a counter) Write the same program as in part 4, but keep it going so that it keeps playing (dealing hands and saying who wins) until the User enters the number 21 at which point you print out some stats and say goodbye, for example, your goodbye might look like this: Number of hands played: 5 Dealer won: 3 Player won: 2 You're 2 for 5 Come back to the

9: perfect.cpp) A number is called perfect if the sum of its divisors is equal to the original number. A number is called deficient if the sum of its divisors is less than the original number. A number is called abundant if the sum of its divisors is more than the original number. Write a program that answers the following questions: What numbers below 5000 are perfect? What odd numbers below 5000 are abundant? What are the relative proportions of deficient, abundant, and perfect numbers? 5000 should be in a global constant.