Question

modeling real life a farmer fills a field with solar panels. the area of the field is 32,374.9 square meters. a. about how many solar panels of the size shown can fit in the field? explain. 165.1 cm 99 cm

Explanation:

Step1: Calculate area of one solar - panel

The solar - panel is rectangular with length $l = 165.1$ cm and width $w = 99$ cm. The area formula for a rectangle is $A_{panel}=l\times w$. So, $A_{panel}=165.1\times99 = 16344.9$ square centimeters.

Step2: Convert area of field to square centimeters

The area of the field is $A_{field}=32374.9$ square meters. Since $1$ m = $100$ cm, $1$ square meter=$100\times100 = 10000$ square centimeters. So, $A_{field}=32374.9\times10000=323749000$ square centimeters.

Step3: Calculate number of solar - panels

The number of solar - panels $n=\frac{A_{field}}{A_{panel}}$. So, $n=\frac{323749000}{16344.9}\approx19807.4$.

Answer:

About 19807 solar - panels can fit in the field.