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(D) The relationship given is: $I$ is a part of the $II$ (or $II$ is composed of $I$).$1$. $A$ 'Square' is a geometric shape,and a 'Line' (or line seg

Vedclass · Accepted Answer

$AQ$

Vedclass · Answer

(D) The relationship given is: $I$ is a part of the $II$ (or $II$ is composed of $I$).$1$. $A$ 'Square' is a geometric shape,and a 'Line' (or line segment) is a component that forms the boundary of a square.$2$. Similarly,an 'Arc' is a portion of the boundary of a 'Circle'.$3$. Therefore,the relation is: $I = 	ext{Line}$ (component of square) and $II = 	ext{Circle}$ (the whole shape containing the arc).$4$. Matching the options: $I$ corresponds to $A$ (Line) and $II$ corresponds to $Q$ (Circle).$5$. Thus,the correct pair is $AQ$.

$I$	$A$. Line	$B$. Diagonal	$C$. Rectangle	$D$. Perimeter
$II$	$P$. Chord	$Q$. Circle	$R$. Diameter	$S$. Circumference

Choose the correct alternative for the given relation.
$I$ : Square : : Arc : $II$
$I$ $A$. Line $B$. Diagonal $C$. Rectangle $D$. Perimeter
$II$ $P$. Chord $Q$. Circle $R$. Diameter $S$. Circumference

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Choose the correct alternative for the given relation.$I$ : Square : : Arc : $II$$I$$A$. Line$B$. Diagonal$C$. Rectangle$D$. Perimeter$II$$P$. Chord$Q$. Circle$R$. Diameter$S$. Circumference