the side of the square
The circumscribing square has sides of length 155 cm. The inscribed square has diagonals of 155 cm and so has sides of 155/sqrt(2) cm. The sides of a circumscribing square is always larger than those of the inscribed square by sqrt(2) = 1.4142 (approx). The area of a circumscribing square is always larger twice as large as that of the inscribed square.
The sides of the Square.
an angle in an circle whos vertex is on the circle.
98 cm^2
That is the definition of the incenter; it is the center of the inscribed circle.
Yes.
the side of the square
The circumscribing square has sides of length 155 cm. The inscribed square has diagonals of 155 cm and so has sides of 155/sqrt(2) cm. The sides of a circumscribing square is always larger than those of the inscribed square by sqrt(2) = 1.4142 (approx). The area of a circumscribing square is always larger twice as large as that of the inscribed square.
yes
The sides of the Square.
Not true. A square which is inscribed in a 5-pointed star shape, for example, will not be inscribed.
Its diameter is congruent to a side of square.
an angle in an circle whos vertex is on the circle.
true
The area of square is : 100.0
98 cm^2