2( l + w) = 90, where l, w are dimensions of the rectangle => l + w = 45; The maximum area is obtain when l = w; Then l = w = 45/2 = 22.5
The dimensions of the rectangle that yield the maximum area, given the constraint that the sum of the length and width is 90, are 45 units each for both length and width. This results in an area of 2025 square units. Hence, the rectangle is perfectly a square in this scenario.
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Jawaban:Penjelasan:Dalam konteks mobilitas fisik, antonim yang mungkin adalah "imobilisasi" atau "tetap". Dalam konteks mobilitas sosial, antonim yang mungkin ...