How would you change the simulation if there were only three answers for each multiple choice question? What steps would you take to ensure that the simulation produced random results that imitate real life events?What instruments of change are most appropriate for the simulation?

The Game of 40 Wild 40 Wild: Suppose you play a game with a friend to determine who is going to perform a task. All you need is a deck of cards with the face cards removed (make sure to leave the jokers in the remaining cards). Now, you will shuffle the cards and allow your friend to pick one of them. They can either call red, or black before picking a card. In the event your friend calls red and draws it, they have won. If they call red and draw black, you have won. If a wildcard is drawn, the dealer wins that round. 2. In this game there are two theoretical probabilities: one for the dealer and one for the picker. Dealer: 22/42 or 11/21 52.4% chance of winning Picker: 20/42 or 10/21 47.6% chance of winning 3. The simulation: Have a friend choose red (hearts and diamonds) or black (spades and clubs) You will shuffle a deck of 42 cards (20 red, 20 black and 2 jokers) Your friend wins if they call the colour drawn correctly They lose if they call the wrong colour, or a wild card Record who wins the trial Repeat the simulation every time you need to choose must perform a task between you and your friend, let's say 19 more times (make sure you shuffle every time!) Graph the results 4. Simulation Results: Diamonds () Hearts () Clubs () Spades (4) Wildcard (*) The values for this trial were 11 21 31 41 obtained using the function 12 22 32 42 W N 13 23 33 (=RANDBETWEEN(1,40)) to 14 24 34 see what's chosen, and 15 25 35 6 16 (=RANDBETWEEN(1,42)) to 26 36 17 27 37 see what's picked in Microsoft 8 18 28 38 Excel . 9 19 29 39 10 20 40