Question

Ruth and her brothers want to build their own bowling alley at home. The bowling pin

setup is in the shape of an equilateral triangle. They sketch a drawing of the setup such
that 1 inch represents 3 inches in an actual pin setup.
The dimensions of the actual pin setup in a bowling alley are:
• The base length is 36 inches,
• The height is 31.2 inches.
(
Enter the scale.
1
in.
Drawing
Alley
Base
Length
= 1:3
3
in.
Actual Setu
Enter the base, b, of the drawing of the pins,
inches
The area of the drawing
Enter the height, h, of the drawing of the pins.
inches

Answer 1

will get cold come on before i feed it to your moms chest hair.
sorry sorry that was some we will get cold come on before i feed it to your moms chest hair.
sorry sorry that was some we will get cold come on before i feed it to your moms chest hair.
sorry sorry that was some we

Answer 2

The base length of the drawing of the bowling pins is 12 inches, and the height is 10.4 inches.

Step-by-step explanation:

Given that the scale of the drawing is
`\(1:3\),` where 1 inch on the drawing represents 3 inches in the actual setup, we can calculate the dimensions of the drawing based on the actual dimensions of the bowling pin setup.

1. Base Length Calculation:

`\[ \text{Drawing Base Length} = \text{Actual Base Length} * \text{Scale} = 36 \, \text{inches} * (1)/(3) = 12 \, \text{inches} \]`

2. Height Calculation:

`\[ \text{Drawing Height} = \text{Actual Height} * \text{Scale} = 31.2 \, \text{inches} * (1)/(3) = 10.4 \, \text{inches} \]`

Therefore, the dimensions of the drawing of the bowling pin setup are 12 inches for the base length and 10.4 inches for the height. This ensures that Ruth and her brothers accurately represent the actual bowling pin setup at home, maintaining the proper proportions according to the given scale.