If the scale of a drawing is 1" = 20', plants that are 1/4" apart on the plan will become?

If the scale of a drawing is 1" = 20', plants that are 1/4" apart on the plan will become?

• A. 2.5' on center in the field
• B. 5' on center in the field
• C. 10' on center in the field
• D. 15' on center in the field

Answer: (B)

To determine how far plants that are 1/4" apart on a plan will be in the field, it’s important to understand how the scale works. The scale of 1" = 20' means that every inch on the drawing represents 20 feet in real life. When calculating the spacing of the plants, we first convert the 1/4" measurement into a full inch. Since there are 4 quarters in 1 inch, we can multiply the spacing by the scale factor of 20 feet per inch: 1/4" on the plan means: 1/4 × 20' = 5' Thus, when the plants are drawn 1/4" apart on the drawing, they will be spaced 5 feet apart in real life when planted in the field. This calculation confirms that the correct answer is indeed 5' on center in the field.

To determine how far plants that are 1/4" apart on a plan will be in the field, it’s important to understand how the scale works. The scale of 1" = 20' means that every inch on the drawing represents 20 feet in real life.

When calculating the spacing of the plants, we first convert the 1/4" measurement into a full inch. Since there are 4 quarters in 1 inch, we can multiply the spacing by the scale factor of 20 feet per inch:

1/4" on the plan means:

1/4 × 20' = 5'

Thus, when the plants are drawn 1/4" apart on the drawing, they will be spaced 5 feet apart in real life when planted in the field. This calculation confirms that the correct answer is indeed 5' on center in the field.