Question

एका चौरसाची बाजू 12 सेमी असल्यास, त्या चौरसाचे क्षेत्रफळ काढा.

Answer 1

उत्तर :

चौरसाची बाजू = 12 सेमी

चौरसाचे क्षेत्रफळ =

→ बाजू × बाजू

$\tt{\implies12 \times 12}$

$\tt{\implies144}$

चौरसाचे क्षत्रफळ = 144 चौ.सेमी.

$\textbf{\underline{Question :-}}$

The side of the square is 12 cm. Find its area.

$\textbf{\underline{Answer :-}}$

$\textsf{\underline{Given : }}$

Side of the square = 12 cm

$\textsf{\underline{To find :}}$

The area of the Square

$\textsf{\underline{Solution :}}$

Area of square =

$\tt{\implies \: side \times side}$

$\tt{\implies12 \times 12}$

$\tt{\implies144}$

$\therefore$The area of the square is 144 sq.cm.

⟩⟩ Extra info ⟨⟨

• Area of any figure is total measurement of the space enclosed inside a closed figure.

• A square is a quadrilateral which has equal sides and all four angles measuring 90°.

Answer 2

उत्तर:-

$\textbf{\underline{\underline{144}}}$ चौ.सेमी

⚫स्पष्टीकरण:-

$\tt{\implies}$चौरसाची बाजू =12 सेमी

☞सूत्र:-

$\tt{\implies}$चौरसाचे क्षेत्रफळ = बाजू $\times$बाजू

☞सूत्रानुसार:-

$\tt{\implies}$बाजू $\times$बाजू

$\tt{\implies}$12$\times$12

$\tt{\implies}$144

$\therefore$चौरसाचे क्षेत्रफळ = 144 चौ.सेमी