Math, asked by parmarsaarthak, 3 months ago

2. A square is of area 64 cm². What is its
perimeter?​

Answers

Answered by dhanunjaypavan13120
2

Answer:

area of square=s*s

s*s=64

s*s=8*8

s=8

perimeter=4s=4*8=32

Answered by Anonymous
7

AnswEr-:

\mathrm { Given-:}\\

  • The area of Square is 64cm².

\mathrm {To\:Find-:}\\

  • The perimeter of Square.

\dag{\mathrm { Solution \:of\:Question-:}}\\\\

\red{\boxed{\mathrm { Area_{( Square)} = Side \times Side \:or \:Side^{2} \:sq.units}}}\\\\

\mathrm { Here-:}

  • The Area of Square = 64cm².
  • The Side of Square = ??

Therefore,

\:\:\::\implies { \mathrm { Side^{2} = 64cm^{2} }}\\\\

\:\:\:\:\::\implies { \mathrm { Side =\sqrt{ 64} }}\\\\

\:\:\:\:\:\:\::\implies { \mathrm { Side^{2} = 64cm^{2} }}\\\\

\:\:\:\:\:\:\:\boxed{\pink{  \underline{\mathrm { Side = 8cm }}}}\\\\

Therefore,

  • \dag{\mathrm { \:\:\:Side\:of\:Square-:8cm}}\\\\

____________________________________________

\red{\boxed{\mathrm {Perimeter _{( Square)} = 4 \times Side \:\:units}}}\\\\

\mathrm { Here-:}\\

  • The side of Square = 8 cm

Therefore,

\:\:\::\implies { \mathrm { 4 \times 8  }}\\\\

\:\:\:\:\:\boxed{\pink{\underline { \mathrm {Perimeter \:=32 \:cm }}}}\\\\

Hence ,

  • \dag{\mathrm { Perimeter \:of\:Square-:32cm}}

_________________________________________________________

\boxed{\large{\mathrm { |\: More \:to\:know-:\:| }}}\\\\

  • \mathrm {Perimeter _{( Square)} = 4 \times Side \:\:units}\\\\

  • \mathrm { Area_{( Square)} = Side \times Side \:or \:Side^{2} \:sq.units}\\\\

____________________________________________________________

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