From the figure, the inscribed circle is the circle inside the square. So, the radius of the inscribed circle is half the side of the square. That is
4 cm.
The circumscribed circle is the circle outside the square and its radius is half the diagonal of the square. Since the square has a side length of 8 cm, the diagonal is computed as follows, using Pythagorean Theorem using half of the square taking the diagonal as the hypotenuse.

The radius is half the diagonal. So, the radius is

or (32)^(1/2).
The only time when both hands are on numbers is on the hour, so the minute hand pointing towards the 12. The number opposite 12 is 6 so the time must be 6 o’clock
Answer:
y = -4/3
Step-by-step explanation:
cross multiply
-1(8) / 2(3)
=-8/6
simplify -8/6
y = -4/3
now substitute
-1/2=3/8(-4/3)
-1/2=-12/24
-1/2=-1/2
y= -4/3
M AC= 2* m < ABC= 2* 24°= 48
this is the answer
I believe the answer is 22 and 35!