Answer:
Therefore, the minimum possible area of the rectangle is about 221 cm², and the maximum possible area is about 252 cm².
Explanation:
To calculate the minimum and maximum possible areas of the given rectangle, we need to multiply the length and width measurements.
1. Given measurements:
Length = 17.8 centimeters
Width = 13 centimeters
2. Calculate the minimum possible area:
To find the minimum area, we assume that the length and width are rounded down to the nearest whole number.
Minimum Length = 17 cm
Minimum Width = 13 cm
Minimum Area = Minimum Length * Minimum Width
= 17 cm * 13 cm
= 221 cm² (rounded to the nearest whole square unit)
3. Calculate the maximum possible area:
To find the maximum area, we assume that the length and width are rounded up to the nearest whole number.
Maximum Length = 18 cm
Maximum Width = 14 cm
Maximum Area = Maximum Length * Maximum Width
= 18 cm * 14 cm
= 252 cm² (rounded to the nearest whole square unit)