determine the value of p^q + q^p [closed]

Given a square ABCD with side length 2. Suppose there is a circle with center D and radius 2 and a circle with diameter BC, where The two circles meet at points C and K. If the area of the triangle ABK can be expressed in simple fractions p/q , where p and q are natural number, determine the value of p^q + q^p

i need help, I’ve never found the answer