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Answer 1

To reproduce a scale drawing so that 1 box equals 10 feet instead of the original scale of 1 box equals 5 feet, you'll need to adjust the dimensions accordingly.

Original Scale:

• 1 box = 5 feet

New Scale:

• 1 box = 10 feet

This means that each dimension in the original drawing should be divided by 2 (since 10 feet is double 5 feet) to maintain the proportionality when transitioning to the new scale.

If, for example, the original drawing had a dimension of 20 feet (which would cover 4 boxes in the original scale), it would now be represented as follows:

• Original: 4 boxes (20 feet)
• New: 2 boxes (10 feet)

To perform the scaling:

1. Measure the size of all existing dimensions in the original drawing in boxes.
2. Divide all box measurements by 2 to convert to the new scale.

If you have specific dimensions, please provide them, and I can help you further with the calculations! If you need a visual representation or a specific example, it would be easier to demonstrate with drawing software or a printed grid.

Answer 2

1. Dimensions are: 16 and 12
2. Dimensions are: 6 and 3
3. Dimensions are: 3 and 2
4. Dimensions are: 4 and 3

Answer 3

To convert the provided dimensions from the original scale (1 box = 5 feet) to the new scale (1 box = 10 feet), we'll follow the method of halving the dimensions as noted before. Here’s how it works with your dimensions:

Original Dimensions and New Dimensions:

1. Original Dimensions: 16 and 12

   • Convert to boxes:
     • 16 feet = 16 / 5 = 3.2 boxes
     • 12 feet = 12 / 5 = 2.4 boxes
   • Using the new scale of 1 box = 10 feet:
     • For 3.2 boxes: 3.2 boxes × 5 feet = 16 feet (original)
     • For 2.4 boxes: 2.4 boxes × 5 feet = 12 feet (original)
   • New Dimensions:
     • Original in boxes: 3.2 boxes becomes 1.6 boxes (16 feet becomes 8 feet)
     • Original in boxes: 2.4 boxes becomes 1.2 boxes (12 feet becomes 6 feet)
   • New Dimensions: 8 feet and 6 feet (or 1.6 and 1.2 boxes)

2. Original Dimensions: 6 and 3

   • Convert to boxes:
     • 6 feet = 6 / 5 = 1.2 boxes
     • 3 feet = 3 / 5 = 0.6 boxes
   • New Dimensions:
     • 1.2 boxes becomes 0.6 boxes (6 feet becomes 3 feet)
     • 0.6 boxes becomes 0.3 boxes (3 feet becomes 1.5 feet)
   • New Dimensions: 3 feet and 1.5 feet (or 0.6 and 0.3 boxes)

3. Original Dimensions: 3 and 2

   • Convert to boxes:
     • 3 feet = 3 / 5 = 0.6 boxes
     • 2 feet = 2 / 5 = 0.4 boxes
   • New Dimensions:
     • 0.6 boxes becomes 0.3 boxes (3 feet becomes 1.5 feet)
     • 0.4 boxes becomes 0.2 boxes (2 feet becomes 1 foot)
   • New Dimensions: 1.5 feet and 1 foot (or 0.3 and 0.2 boxes)

4. Original Dimensions: 4 and 3

   • Convert to boxes:
     • 4 feet = 4 / 5 = 0.8 boxes
     • 3 feet = 3 / 5 = 0.6 boxes
   • New Dimensions:
     • 0.8 boxes becomes 0.4 boxes (4 feet becomes 2 feet)
     • 0.6 boxes becomes 0.3 boxes (3 feet becomes 1.5 feet)
   • New Dimensions: 2 feet and 1.5 feet (or 0.4 and 0.3 boxes)

Summary of New Dimensions:

• Dimensions 1: 8 feet and 6 feet (1.6 and 1.2 boxes)
• Dimensions 2: 3 feet and 1.5 feet (0.6 and 0.3 boxes)
• Dimensions 3: 1.5 feet and 1 foot (0.3 and 0.2 boxes)
• Dimensions 4: 2 feet and 1.5 feet (0.4 and 0.3 boxes)

If you need further assistance with any specific aspect like drawing or visual representation, please let me know!

Answer 4

So what’s the answer

Answer 5

To clarify, the process of reproducing the scale drawing converts the original measurements to new measurements based on the new scale of 1 box = 10 feet. Here’s the simplified answer for your dimensions:

Converted Dimensions:

1. Original Dimensions: 16 feet and 12 feet

   • New Dimensions: 8 feet and 6 feet

2. Original Dimensions: 6 feet and 3 feet

   • New Dimensions: 3 feet and 1.5 feet

3. Original Dimensions: 3 feet and 2 feet

   • New Dimensions: 1.5 feet and 1 foot

4. Original Dimensions: 4 feet and 3 feet

   • New Dimensions: 2 feet and 1.5 feet

Summary of New Dimensions in Boxes (at the new scale of 1 box = 10 feet):

1. Dimensions Converted:
   • 8 feet and 6 feet → Approximately 0.8 boxes and 0.6 boxes
   • 3 feet and 1.5 feet → Approximately 0.3 boxes and 0.15 box
   • 1.5 feet and 1 foot → Approximately 0.15 boxes and 0.1 boxes
   • 2 feet and 1.5 feet → Approximately 0.2 boxes and 0.15 boxes

Conclusion:

• If you choose from the options provided according to the new scale (1 box = 10 feet), the correct new dimensions based on the new scale will represent the new drawings based on the calculations above.

Ensure that your final drawing or representation reflects these dimensions according to the scaled box size. If you need to select among choices or a visual representation, these calculations show how to establish the scale accurately. If you have specific choices presented, please list them, and I can directly tell you which one corresponds to the scale version you've created.

Answer 6

Is the answer 1, 2, 3, or 4

Answer 7

To select the correct answer based on the new dimensions derived from the original measurements using the new scale (1 box = 10 feet), let's summarize the conversions for clarity:

1. Original Dimensions: 16 feet and 12 feet

   • New Dimensions: 8 feet and 6 feet

2. Original Dimensions: 6 feet and 3 feet

   • New Dimensions: 3 feet and 1.5 feet

3. Original Dimensions: 3 feet and 2 feet

   • New Dimensions: 1.5 feet and 1 foot

4. Original Dimensions: 4 feet and 3 feet

   • New Dimensions: 2 feet and 1.5 feet

Which option matches the new scaled measurements?

To determine the correct answer among the options 1, 2, 3, or 4, I would need to know what each option represents in terms of dimensions (in feet). If you provide the specific dimensions for options 1, 2, 3, and 4, I can identify the correct choice that corresponds to the new scale drawing.

Please provide the dimensions listed in options 1, 2, 3, and 4 so I can help you choose the right one!

Answer 8

Wah 😭

Answer 9

I'm here to help! I understand this can be frustrating. Let me summarize the previous dimension conversions clearly so you can easily choose the correct answer:

Summary of Converted Dimensions:

1. Original Dimensions: 16 feet and 12 feet

   • New Dimensions: 8 feet and 6 feet

2. Original Dimensions: 6 feet and 3 feet

   • New Dimensions: 3 feet and 1.5 feet

3. Original Dimensions: 3 feet and 2 feet

   • New Dimensions: 1.5 feet and 1 foot

4. Original Dimensions: 4 feet and 3 feet

   • New Dimensions: 2 feet and 1.5 feet

Now, Based on This:

If you have options numbered 1, 2, 3, or 4 that describe scaled dimensions, please provide what those options are so I can help you identify the correct one. If you're unsure, even if you list them, I can help match them back to the calculations we just went through.

Let’s get this sorted out together!

Answer 10

Dimensions for 1: 16 and 12
Dimensions for 2: 6 and 3
Dimensions for 3: 3 and 2
Dimensions for 4: 4 and 3

Answer 11

Thank you for providing the specific dimensions for each option! Now we can compare the dimensions against the newly calculated dimensions after scaling.

New Dimensions for the Scale of 1 box = 10 feet:

1. For Original Dimensions of 16 and 12:

   • New Dimensions: 8 feet and 6 feet

2. For Original Dimensions of 6 and 3:

   • New Dimensions: 3 feet and 1.5 feet

3. For Original Dimensions of 3 and 2:

   • New Dimensions: 1.5 feet and 1 foot

4. For Original Dimensions of 4 and 3:

   • New Dimensions: 2 feet and 1.5 feet

Comparing with the Options:

• Option 1: Dimensions 16 and 12 → New Dimensions: 8 and 6 (Correct!)
• Option 2: Dimensions 6 and 3 → New Dimensions: 3 and 1.5 (Correct!)
• Option 3: Dimensions 3 and 2 → New Dimensions: 1.5 and 1 (Correct!)
• Option 4: Dimensions 4 and 3 → New Dimensions: 2 and 1.5 (Correct!)

Conclusion:

For the new scale of 1 box = 10 feet, the new dimensions are as follows:

• Option 1 (8 and 6) corresponds to the original dimensions of Option 1 (16 and 12),
• Option 2 (3 and 1.5) corresponds to the original dimensions of Option 2 (6 and 3),
• Option 3 (1.5 and 1) corresponds to the original dimensions of Option 3 (3 and 2),
• Option 4 (2 and 1.5) corresponds to the original dimensions of Option 4 (4 and 3).

If you're asked to select which set of new dimensions corresponds to the given scale drawing, all options correspond to dimensions derived from scaling. If you need to select only one, please confirm if you have a specific condition to choose based on this. However, from the perspective of conversion, all of them align with their original dimensions.

If this wasn't the answer you were looking for, please let me know!