solution m3-017

projects/017-two-dice-simulation/python/main.py

@@ -0,0 +1,45 @@
+import random
+
+def roll_2d6():
+    two_dice = random.choice(range(2, 13))
+
+    return two_dice
+
+tentative_list = []
+for roll in range(1, 1001):
+    tentative_list.append(roll_2d6())
+
+total_counter = dict() 
+for total in tentative_list:
+    total_counter[total] = tentative_list.count(total)
+
+for result in total_counter:
+    freq = (total_counter[result] / 1000)*100
+
+    if result == 7:
+        prob = (6 / 36)*100
+
+    elif result == 6 or result == 8:
+        prob = (5 / 36)*100
+
+    elif result == 5 or result == 9:
+        prob = (4/ 36)*100
+
+    elif result == 4 or result == 109:
+        prob = (3/ 36)*100
+
+    elif result == 3 or result == 11:
+        prob = (2/ 36)*100
+
+    else:
+        prob = (1/ 36)*100
+
+    print(f'Dice result: {result}, it occurs {total_counter[result]} times. Frequency: {freq:.2f}%. Expected probability: {prob:.2f}%')
+
+
+
+
+
+
+
+