Match the following ,where [.] represents greatest integer function Column – I Column – II(A)Area enclosed by [x]2=[y]2 for 1≤x≤4(p)8 sq. units(B)Area enclosed by [|x|]+[|y|]=2(q)6 sq. units(C)Area enclosed by [|x|][|y|]=2(r)4 sq. units(D)Area enclosed by [|x|][|y|]=2,−5≤x≤5(s)12 sq. units

A → p , B → s , C → q , D → r

Match the following ,where [.] represents greatest integer function Column – I Column – II(A)Area enclosed by [x]2=[y]2 for 1≤x≤4(p)8 sq. units(B)Area enclosed by [|x|]+[|y|]=2(q)6 sq. units(C)Area enclosed by [|x|][|y|]=2(r)4 sq. units(D)Area enclosed by [|x|][|y|]=2,−5≤x≤5(s)12 sq. units

A → p , B → s , C → q , D → r

A → q , B → s , C → p , D → p

A → s , B → r , C → q , D → p

A → p , B → s , C → q , D → r

A → s , B → q , C → q , D → p

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Match the following ,where $[.]$ represents greatest integer function

Column – I

Column – II
(A) Area enclosed by ${[x]}^{2} = {[y]}^{2}$ for $1 \leq x \leq 4$ (p) 8 sq. units
(B) Area enclosed by $[| x |] + [| y |] = 2$ (q) 6 sq. units
(C) Area enclosed by $[| x |] [| y |] = 2$ (r) 4 sq. units
(D) Area enclosed by $\frac{[| x |]}{[| y |]} = 2, - 5 \leq x \leq 5$ (s) 12 sq. units

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$A \to q, B \to s, C \to p, D \to p$

$A \to s, B \to r, C \to q, D \to p$

$A \to p, B \to s, C \to q, D \to r$

$A \to s, B \to q, C \to q, D \to p$

answer is C.

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Detailed Solution

A) Enclosed area = 6 sq. units

B) Enclosed area = 12 sq. units

C) Enclosed area = 8 sq. units

D) Enclosed are a = 8 sq. unit

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	Column – I		Column – II
(A)	Area enclosed by ${[x]}^{2} = {[y]}^{2}$ for $1 \leq x \leq 4$	(p)	8 sq. units
(B)	Area enclosed by $[\| x \|] + [\| y \|] = 2$	(q)	6 sq. units
(C)	Area enclosed by $[\| x \|] [\| y \|] = 2$	(r)	4 sq. units
(D)	Area enclosed by $\frac{[\| x \|]}{[\| y \|]} = 2, - 5 \leq x \leq 5$	(s)	12 sq. units