Draw a square WXYZ with side $5.2$ cm.

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Solution

As we know that square has all side equal and each angle is $90^{0}$
$s - t e p : 1$ draw a line $W X$ of 5.2cm
$s - t e p : 2$ make angle of $90^{0}$ from point $W$ and $X$
$s - t e p : 3$ cut an arc of $5.2$ cm from point $W$ and $X$ and give the cut point $Y$ and $Z$ .
$s - t e p : 4$ meet the point $Y Z$ .

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Draw a square WXYZ with side 5.2 cm.

As we know that square has all side equal and each angle is 900s–tep:1 draw a line WX of 5.2cms–tep:2 make angle of 900 from point W and Xs–tep:3 cut an arc of 5.2cm from point W and Xand give the cut point Y and Z.s–tep:4 meet the point YZ.

Draw a square WXYZ with side $5.2$ cm.