Question

Find the area of the following squares
a) Side= 6.7 cm
b Side= 8 cm​

Answer 1

a). Side = 6.7 cm

Area of square = Side × Side

= 6.7 cm × 6.7 cm

= 44.89 cm²

b). Side = 8cm

Area of square = Side × Side

= 8 cm × 8 cm

= 64 cm²

Answer 2

AnswEr-:

$\mathrm { Given-:}$

In 1st part -:

• Side = 6.7 cm .

In 2nd part -:

• Side = 8 cm

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

• The area of Square in both 2 parts .

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• $\mathrm{\bf {\dag{ Solution \:of\:1^{st} \:Part \:\:-:}}}$

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

$\mathrm { Here-:}$

• Side = 6.7 cm .

Therefore,

$\:\:\::\implies{\mathrm {6.7 \times 6.7 }}$

$\:\:\:\:\::\underline{\boxed{\pink{\mathrm {Area \:=\:44.89cm^{2} }}}}$

Hence ,

• $\dag{\mathrm { 1)\:Area \:of\:Square \:-:44.89cm^{2}}}$

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• $\mathrm {\dag{\bf{ Solution \:of\:2^{nd} \:Part \:\:-:}}}$

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

$\mathrm { Here-:}$

• Side = 8 cm .

Therefore,

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

$\:\:\:\:\::\underline{\boxed{\pink{\mathrm {Area \:=\:64cm^{2} }}}}$

Hence ,

• $\dag{\mathrm { 2)\:Area \:of\:Square \:-:64cm^{2}}}$

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$\mathrm {\huge{ |\: More \:to\:know\: |\: \:\:-:}}$

• $\implies{\mathrm { \:Area \:of\:Square \:-:Side\times Side \:or\:Side^{2} \:sq.units}}$

• $\implies{\mathrm { \:Perimeter \:of\:Square \:-:4\times Side \:\:units}}$

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