Question

In a board game, the player who makes the last move receives a 12-point bonus for ending the game.

Let s represent the score before the endgame bonus and f represent the final score.
Find the value of f when s=10.
f=

Answer 1

f(s) = 2( 5s + 6)

Explanation:

This means value of f of s

final score before bonus = 2 x 5 = 10

Add the bonus = 2 x 6 = 12

Add together if simplified= 10s+12, we remove the s, then add and confirm score has now been fully totaled = 22.

Half way through we can show 10s is the score of both even and only fs = 22 for the winner.

Answer 2

When s=10, the value of f is 22.

If s represents the score before the endgame bonus and f represents the final score, and the player receives a 12-point bonus for ending the game, then the relationship between s and f can be expressed as:

`f = s +12\\f = 10 +12\\f= 22`