If 'A_i' is the area bounded by |x - a_i| + |y| = b_i , i ∊ N , where a_{i+1} = a_i + 3/2b_i and b_{i+1} = b_i/2 , a_1 = 0 , b_1 = 32 then

{\lim}_{n\to\infty}\sum^{n}_{i=1} A_i = 8/3(32)^2

{\lim}_{n\to\infty}\sum^{n}_{i=1} A_i = 4/3(16)^2

JEE Advanced Model Paper 8 with solutions for online practice

Question : 37 of 84

Marks: +1, -0

If 'Ai' is the area bounded by |x - ai| + |y| = bi , i ∊ N , where ai+1 = ai +

bi and bi+1 =

, a1 = 0 , b1 = 32 then

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