Math, asked by arpit5457, 1 year ago

construct a square with diagonal 6 cm​

Answers

Answered by Anonymous
22
\huge\underline\mathfrak{Question-}

Construct a square with diagonal 6 cm.

\huge\underline\mathfrak{Answer-}

\small\mathfrak{Refer\:to\:the\: attachment\:for\:the\:Diagram\:} ^^^

\small\underline\mathfrak{Steps\:of \:Construction\:} ;-

\underline\mathfrak{Step\:1\:} ; Draw a line segment AC = 6 cm length

\underline\mathfrak{Step\:2\:} ; Now ,draw perpendicular bisector of AC. Let it intersect AC at point O.

\underline\mathfrak{Step\:3\:} ; With O as centre and radius equal to half of the length of the diagonal (3 cm) draw two arcs on either side of AC on the perpendicular bisector.

\underline\mathfrak{Step\:4\:} ; Mark the point of intersections of the arcs and perpendicular bisectors as B and C.

\underline\mathfrak{Step\:5\:} ; Join points A, B; points B, C; points C, D; points A, D.

Hence , ABCD is the required square with length of diagonal 6 cm.
Attachments:

arpit5457: why ac 4.8cm can u explain
arpit5457: and thanks for answer
arpit5457: but u write to take ac as 4.8cm
arpit5457: thx
Answered by mahaniha
0

Answer:

here is your answer

Step-by-step explanation:

Construct a square with diagonal 6 cm.

^^^

;-

; Draw a line segment AC = 6 cm length

; Now ,draw perpendicular bisector of AC. Let it intersect AC at point O.

; With O as centre and radius equal to half of the length of the diagonal (3 cm) draw two arcs on either side of AC on the perpendicular bisector.

; Mark the point of intersections of the arcs and perpendicular bisectors as B and C.

; Join points A, B; points B, C; points C, D; points A, D.

Hence , ABCD is the required square with length of diagonal 6 cm

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