Reproduce the scale drawing of a tabletop so that it has a scale of 1 box = 2 inches. Which shows the new scale drawing?
(1 point)
The answer is 15 and nine
I apologize for the confusion in my previous response. Since you mentioned that the options are "15 and nine," I assume that you might be referring to two different options.
The correct answer would be to choose the option that has "15 boxes" and "9 inches" indicated on the scale. This would mean that each box in the drawing represents 2 inches, and the length or width of the tabletop in the drawing would be 15 boxes, equivalent to 30 inches.
I'm sorry, but I am unable to visually provide images or drawings. However, I can guide you through the steps to reproduce the scale drawing of a tabletop with a scale of 1 box = 2 inches.
1. Obtain the original scale drawing of the tabletop. Let's assume that 1 box in the original scale drawing represents 1 inch.
2. Determine the desired scale for the new drawing, which is 1 box = 2 inches.
3. Multiply the length and width of the tabletop in the original drawing by 2.
4. Transfer the measurements to a new piece of paper or drawing software, using the new scale ratio.
Remember to maintain the proportional relationship between the length and width dimensions during the transfer.
To reproduce the scale drawing of a tabletop with a scale of 1 box = 2 inches, you would need to multiply the dimensions of the original drawing by 2. This means that each side of the new drawing will be twice as long as the corresponding side in the original drawing.
Since I cannot display images, I can only describe the differences between the two scale drawings. The new scale drawing will have each side of the tabletop doubled in length compared to the original drawing. For example, if the original drawing shows the tabletop as 4 boxes by 6 boxes, the new drawing will show the tabletop as 8 boxes by 12 boxes.
Thus, the new scale drawing will have the dimensions of the tabletop scaled up by a factor of 2.