Learning Task 2: Choose Wisely, Choose Me! Solve the following problems completely
1.If there are 12 teams in a basketball tournament and each team must play every other team in the eliminations, how many elimination games will there be?
2.If there are seven distinct points on a plane with no three are collinear, how many different polygons can form?
3.How many different sets of five cards each can arrange from a standard deck of 52 cards?
1.If there are 12 teams in a basketball tournament and each team must play every other team in the eliminations, how many elimination games will there be?
2.If there are seven distinct points on a plane with no three are collinear, how many different polygons can form?
3.How many different sets of five cards each can arrange from a standard deck of 52 cards?
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Answer:
1.No. of teams=12
No. of games=12c2
=12! / 10(2)
=12×11×10 / 2×10
=12×11 / 2
=66
66 games to play :)
Step-by-step explanation:
Sana makatulong number 1 lang alam ko