Question

1. an oak trees canopy is often 1 - 5 as wide as its roots. if the canopy of the tree is 44 1/2 feet across, how wide could the roots be?

Explanation:

Step1: Identify the relationship

The roots are 1 - 2.5 times as wide as the canopy. The canopy width is 44 feet.

Step2: Calculate the minimum root - width

The minimum width of the roots occurs when the multiplier is 1. So the minimum width is $44\times1 = 44$ feet.

Step3: Calculate the maximum root - width

The maximum width of the roots occurs when the multiplier is 2.5. So the maximum width is $44\times2.5=110$ feet.

Answer:

The roots could be between 44 feet and 110 feet wide.