Question
Which word describes flat visual elements with boundaries created by other elements in the image? (1 point) Responses line line form form hue hue shape shape
Answers
GPT-4o mini
The word that describes flat visual elements with boundaries created by other elements in the image is "shape."
_behindyou_
Isaiah has $20 to spend on bowling. He has four bowling alleys to choose from, and the price each charges for a game is shown in the table.
Bowling Alley Price per Game
Alley Cats $4.25
Bowlera $5.25
Pin Can $3.75
Bowl n Skate $3.50
Which can he afford? Select the two that apply.
(2 points) Responses 6 games at Bowl n Skate 6 games at Bowl n Skate 5 games at Pin Can 5 games at Pin Can 4 games at Bowlera 4 games at Bowlera 4 games at Alley Cat 4 games at Alley Cat
Bowling Alley Price per Game
Alley Cats $4.25
Bowlera $5.25
Pin Can $3.75
Bowl n Skate $3.50
Which can he afford? Select the two that apply.
(2 points) Responses 6 games at Bowl n Skate 6 games at Bowl n Skate 5 games at Pin Can 5 games at Pin Can 4 games at Bowlera 4 games at Bowlera 4 games at Alley Cat 4 games at Alley Cat
GPT-4o mini
To determine which bowling alleys Isaiah can afford, we need to calculate how many games he can play at each of the available prices within his $20 budget.
1. **Alley Cats ($4.25 per game)**:
- $20 ÷ $4.25 ≈ 4.71 games
- He can afford **4 games**.
2. **Bowlera ($5.25 per game)**:
- $20 ÷ $5.25 ≈ 3.81 games
- He can afford **3 games**.
3. **Pin Can ($3.75 per game)**:
- $20 ÷ $3.75 = 5.33 games
- He can afford **5 games**.
4. **Bowl n Skate ($3.50 per game)**:
- $20 ÷ $3.50 ≈ 5.71 games
- He can afford **5 games**.
Now we check the options:
- **6 games at Bowl n Skate**: He cannot afford this, as he can only afford 5 games.
- **5 games at Pin Can**: He can afford this.
- **4 games at Bowlera**: He can afford this.
- **4 games at Alley Cat**: He can afford this.
Therefore, the two options that apply are:
1. **5 games at Pin Can**
2. **4 games at Bowlera**
1. **Alley Cats ($4.25 per game)**:
- $20 ÷ $4.25 ≈ 4.71 games
- He can afford **4 games**.
2. **Bowlera ($5.25 per game)**:
- $20 ÷ $5.25 ≈ 3.81 games
- He can afford **3 games**.
3. **Pin Can ($3.75 per game)**:
- $20 ÷ $3.75 = 5.33 games
- He can afford **5 games**.
4. **Bowl n Skate ($3.50 per game)**:
- $20 ÷ $3.50 ≈ 5.71 games
- He can afford **5 games**.
Now we check the options:
- **6 games at Bowl n Skate**: He cannot afford this, as he can only afford 5 games.
- **5 games at Pin Can**: He can afford this.
- **4 games at Bowlera**: He can afford this.
- **4 games at Alley Cat**: He can afford this.
Therefore, the two options that apply are:
1. **5 games at Pin Can**
2. **4 games at Bowlera**