Reverse game python -


hello know asked couple of times couldnt find answer. question reverse guess number game. code executes program not in "humanlike" way. if number 50 , guesses 20 responds higher, computer says 30 example, gets response lower guesses 15. how solve this? exercise comes from: python absolute beginner. can me? in simple way please because otherwise skip things in book. think can see know , not seeing code. please me...

code:

#guess number # #the computer picks random number between 1 , 100 #the playes tries guess , coputer lets #the player know if guess high, low #or right on money  print ("\t// // // // // // // // // //") print ("\twelcome 'guess number'!") print ("\tcomputer vs human") print ("\t// // // // // // // // // //") name = input("what's name?") print ("hello,", name) print ("\nokay, think of number between 1 , 100.") print ("i'll try guess within 10 attemps.")  import random  #set initial values  the_number = int(input("please type in number guess:")) tries = 0 max_tries = 10 guess = random.randint(1, 100)  #guessing loop while guess != the_number , tries < max_tries:     print("is it", guess,"?")     tries += 1      if guess > the_number , tries < max_tries:         print ("it's lower")         guess = random.randint(1, guess)     elif guess < the_number , tries < max_tries:         print ("it's higher")         guess = random.randint(guess, 100)     elif guess == the_number , tries < max_tries:         print("woohoo, guessed it!")         break     else:         print("haha silly computer was", the_number,"!")  input ("\n\nto exit, press enter key.") 

you need keep track of highest possible value , lowest possible value can guess intelligently.

initially, lowest possible value 1 , highest 100. let's guess 50, , computer responds "higher". happens 2 variables? lowest possible value becomes 50, since number cannot lower that. highest value remains same.

if computer responds "lower", opposite happens.

then guess between lowest , highest possible values:

random.randint(lowest, highest)

and guesses work expected.


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