Match List I with the List II and select the correct answer using the code given below the lists :
Let the line L:ax+by+c=0 intersect x−axis at A and y−axis at B. Let O be the origin.
List IList II(I)If a,b,c are in G.P. with common ratio as 2, then area of ΔAOB is(P)6(II)If a=1,b=1,c=2 and circumradius of ΔAOB is √p,p>0, then the value of 3p is(Q)4(III)If a=b=c=1 and reflection of O along the line L is (α,β), then |α+β| is (R)2(IV)If a=b=1,c=√2 and d is the shortest distance of line L from O, then 2d is (S)3(T)1
Which of the following is CORRECT combination?