Math

QuestionAfter 4 seconds, where is the sprite located? Choose from: (25,-25), (-25,0), (0,25), (-25,25).

Studdy Solution

STEP 1

Assumptions1. The sprite starts at the origin (0,0). . When "" is clicked, the sprite moves to the coordinates (0,0).
3. After seconds, the sprite's y-coordinate increases by25.
4. After another seconds, the sprite's x-coordinate decreases by25.

STEP 2

First, let's establish the initial position of the sprite. When "" is clicked, the sprite moves to the coordinates (0,0).
Initialposition=(0,0)Initial\, position = (0,0)

STEP 3

After2 seconds, the sprite's y-coordinate increases by25. We can represent this as an ordered pair where the x-coordinate is0 and the y-coordinate is25.
Positionafter2seconds=(0,25)Position\, after\,2\, seconds = (0,25)

STEP 4

After another2 seconds, the sprite's x-coordinate decreases by25. This means we subtract25 from the x-coordinate of the sprite's current position.Positionafter4seconds=(025,25)Position\, after\,4\, seconds = (0 -25,25)

STEP 5

Calculate the new position of the sprite.
Positionafter4seconds=(25,25)Position\, after\,4\, seconds = (-25,25)So, the ordered pair that represents where the sprite will be after4 seconds is (25,25)(-25,25).

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