Mathematics Question and Solution

By Ogheneovo Daniel Ephivbotor
28th August, 2024

Calculating area of the inscribed red square.


Let a be the side length of the inscribed red square.


2b² = a²

b = √(a²/2)

b = ½√(2)a units.


10² = a²+(½√(2)a)²-2a*½√(2)acos(45+90)

100 = ½(3a²)+a²

100 = ½(5a²)

5a² = 200

a² = 40 square units.

Where a² is the area of the inscribed red square.

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