Cody plays an online game that allows users to trade points earned from the game for pieces of gold that could be used as currency to trade among players. The function P(g)=−50g+14,590 represents the number of points, P

, Cody has after purchasing g
pieces of gold. What does the y
-intercept of P(g) represent for this situation?(1 point)
Responses

Each piece of gold costs 50 points.
Each piece of gold costs 50 points.

Cody has 14,590 points before he purchases pieces of gold.
Cody has 14,590 points before he purchases pieces of gold.

Cody has 50 points before he purchases pieces of gold.
Cody has 50 points before he purchases pieces of gold.

Each piece of gold costs 14,590 points.

The correct answer is: Cody has 14,590 points before he purchases pieces of gold.

The y-intercept of the function P(g) represents the number of points Cody has before purchasing any pieces of gold. In this case, the y-intercept is 14,590. Therefore, Cody has 14,590 points before he purchases any pieces of gold.

The y-intercept of P(g) represents Cody's points before he purchases any pieces of gold. In this case, the y-intercept is 14,590 points. Therefore, Cody has 14,590 points before he purchases any pieces of gold.