Question

. Two teams are to play a series of five matches between
them. A match ends in a win, loss, or draw for a team.
A number of people forecast the result of each match
and no two people make the same forecast for the series
of matches. The smallest group of people in which one
person forecasts correctly for all the matches will contain
n people, where n is?
(answer with explaination for brainliest mark)​

Answer 1

$\bf\huge\underline\red{Follow me}$

Answer 2

$\huge\star\mathfrak\blue{{Answer:-}}$

A match can have 3 results ξ they play 5 matches

⇒(3×3×3×3×3)=3

5

different result for the series.

since each forecast is different we need to have 3

5

people for one of them to get it correctly.

∴ smallest group =243.

Hence, the answer is 243.