Autograph with 10 being the length and six bend the width scale one box equals 3 in reproduce the scale drawing of a table top so that is scale of one box equals 2 in which shows the new scale drawing graph one 15x9 one box equals 2 in graph two 6x3 scale box one box equals 2 in Grass C 15x6 scale one box equals 2 in and graph 4 5x3 scale one box equals 2 in
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To create scale drawings based on the provided dimensions and scaling factors, we will begin by defining the conversions.
### Scale Factor:
We will use the scale where **1 box equals 2 inches** for each graph.
### Original Dimensions:
1. Graph 1: 15 x 9 inches
2. Graph 2: 6 x 3 inches
3. Graph 3: 15 x 6 inches
4. Graph 4: 5 x 3 inches
### Calculating the Scale Drawings:
1. **Graph 1: 15 x 9 inches**
- Width in boxes: 15 inches ÷ 2 inches/box = 7.5 boxes (approximately 8 boxes for drawing)
- Height in boxes: 9 inches ÷ 2 inches/box = 4.5 boxes (approximately 5 boxes for drawing)
- **Scale Drawing Size**: 8 boxes (width) x 5 boxes (height)
2. **Graph 2: 6 x 3 inches**
- Width in boxes: 6 inches ÷ 2 inches/box = 3 boxes
- Height in boxes: 3 inches ÷ 2 inches/box = 1.5 boxes (approximately 2 boxes for drawing)
- **Scale Drawing Size**: 3 boxes (width) x 2 boxes (height)
3. **Graph 3: 15 x 6 inches**
- Width in boxes: 15 inches ÷ 2 inches/box = 7.5 boxes (approximately 8 boxes for drawing)
- Height in boxes: 6 inches ÷ 2 inches/box = 3 boxes
- **Scale Drawing Size**: 8 boxes (width) x 3 boxes (height)
4. **Graph 4: 5 x 3 inches**
- Width in boxes: 5 inches ÷ 2 inches/box = 2.5 boxes (approximately 3 boxes for drawing)
- Height in boxes: 3 inches ÷ 2 inches/box = 1.5 boxes (approximately 2 boxes for drawing)
- **Scale Drawing Size**: 3 boxes (width) x 2 boxes (height)
### Preparation for Drawing:
You can create these graphs on graph paper or any drawing software where you can represent boxes clearly. Here are the dimensions you will draw:
1. **Graph 1**: Draw a rectangle with width 8 boxes and height 5 boxes.
2. **Graph 2**: Draw a rectangle with width 3 boxes and height 2 boxes.
3. **Graph 3**: Draw a rectangle with width 8 boxes and height 3 boxes.
4. **Graph 4**: Draw a rectangle with width 3 boxes and height 2 boxes.
Make sure to label each graph according to its dimensions for clarity.
### Scale Factor:
We will use the scale where **1 box equals 2 inches** for each graph.
### Original Dimensions:
1. Graph 1: 15 x 9 inches
2. Graph 2: 6 x 3 inches
3. Graph 3: 15 x 6 inches
4. Graph 4: 5 x 3 inches
### Calculating the Scale Drawings:
1. **Graph 1: 15 x 9 inches**
- Width in boxes: 15 inches ÷ 2 inches/box = 7.5 boxes (approximately 8 boxes for drawing)
- Height in boxes: 9 inches ÷ 2 inches/box = 4.5 boxes (approximately 5 boxes for drawing)
- **Scale Drawing Size**: 8 boxes (width) x 5 boxes (height)
2. **Graph 2: 6 x 3 inches**
- Width in boxes: 6 inches ÷ 2 inches/box = 3 boxes
- Height in boxes: 3 inches ÷ 2 inches/box = 1.5 boxes (approximately 2 boxes for drawing)
- **Scale Drawing Size**: 3 boxes (width) x 2 boxes (height)
3. **Graph 3: 15 x 6 inches**
- Width in boxes: 15 inches ÷ 2 inches/box = 7.5 boxes (approximately 8 boxes for drawing)
- Height in boxes: 6 inches ÷ 2 inches/box = 3 boxes
- **Scale Drawing Size**: 8 boxes (width) x 3 boxes (height)
4. **Graph 4: 5 x 3 inches**
- Width in boxes: 5 inches ÷ 2 inches/box = 2.5 boxes (approximately 3 boxes for drawing)
- Height in boxes: 3 inches ÷ 2 inches/box = 1.5 boxes (approximately 2 boxes for drawing)
- **Scale Drawing Size**: 3 boxes (width) x 2 boxes (height)
### Preparation for Drawing:
You can create these graphs on graph paper or any drawing software where you can represent boxes clearly. Here are the dimensions you will draw:
1. **Graph 1**: Draw a rectangle with width 8 boxes and height 5 boxes.
2. **Graph 2**: Draw a rectangle with width 3 boxes and height 2 boxes.
3. **Graph 3**: Draw a rectangle with width 8 boxes and height 3 boxes.
4. **Graph 4**: Draw a rectangle with width 3 boxes and height 2 boxes.
Make sure to label each graph according to its dimensions for clarity.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.