162k views
1 vote
Glen creates a banner in the shape of a triangle with a base length of 71112 feet and a height of 416 feet. Linda makes a scale drawing of Glen's banner using a scale factor of 15.

User Jonel
by
8.6k points

1 Answer

2 votes

Final answer:

To solve questions like this, multiply the actual dimensions by the scale factor to find the scaled dimensions. For example, with a flower bed side length of 5.5 meters and a scale factor of 1/20, the scaled side length is 0.275 meters.

Step-by-step explanation:

The student's question involves Glen, who creates a banner in the shape of a triangle. The banner has a base length of 71112 feet and a height of 416 feet. Linda needs to make a scale drawing of this banner using a scale factor of 15.

To solve this, we will need to apply the concept of scale factor to find the dimensions for the scale drawing. Here is a similar example:

Example

Leah makes a scale drawing of a triangular flower bed. If the longest side of the actual flower bed is 5.5 meters and the scale factor is 1/20, the length of the longest side in the drawing would be calculated by multiplying the actual length by the scale factor:

Length of longest side in drawing = Actual length × Scale factor = 5.5 meters × (1/20) = 0.275 meters.

Thus, the longest side of the flower bed in Leah's drawing would be 0.275 meters long.

User NullUser
by
7.9k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.