Question

use the graph and use transformations to move each item into the appropriate purse.

1. the sunglasses need to △ to go into the handbag.
2. the compact with the mirror needs to △ and △ to go into the coin purse.
3. the nail polish needs to go into the clutch. it needs to △ and △
4. the coins need to △ to go into the coin purse.
5. the charger needs to △ and △ to go into the handbag.
6. to put the perfume in the clutch it needs to △

Explanation:

To solve this, we analyze the positions of each item and the target purse using coordinate transformations (translations: left/right, up/down).

1. Sunglasses (position: e.g., (7,8)) to Handbag (e.g., (3,-5)):

Need to move down (since y - coordinate decreases) or calculate vertical translation.

2. Compact (e.g., (-1,4)) to Coin Purse (e.g., (4,0)):

• Move right (x - increases: \( 4 - (-1) = 5 \) units)
• Move down (y - decreases: \( 0 - 4 = -4 \) units)

3. Nail Polish (e.g., (-5,3)) to Clutch (e.g., (-2,-3)):

• Move right (x: \( -2 - (-5) = 3 \) units)
• Move down (y: \( -3 - 3 = -6 \) units)

4. Coins (e.g., (-4,-1)) to Coin Purse (e.g., (4,0)):

Move right (x: \( 4 - (-4) = 8 \) units)

5. Charger (e.g., (-6,-2)) to Handbag (e.g., (3,-5)):

• Move right (x: \( 3 - (-6) = 9 \) units)
• Move down (y: \( -5 - (-2) = -3 \) units)

6. Perfume (e.g., (2,3)) to Clutch (e.g., (-2,-3)):

Move left (x: \( -2 - 2 = -4 \) units) or move down (y: \( -3 - 3 = -6 \) units), but likely a single translation (e.g., move left/down as per graph).

Answer:

s (example, based on typical graph positions):

1. Move down (e.g., 13 units)
2. Move right 5, Move down 4
3. Move right 3, Move down 6
4. Move right 8
5. Move right 9, Move down 3
6. Move left 4 (or Move down 6)

(Note: Exact translations depend on precise coordinates from the graph. Adjust based on the grid’s unit distances between items and purses.)