Write the numberation (in wrods)45,05,034.

1.	Write the numberation (in wrods)45,05,034.
Answer» $\Large{\underline{\underline{\mathfrak{\red{\bf{Solution}}}}}}$ $\Large{\underline{\mathfrak{\orange{\bf{Given}}}}}$ Area of equilateral TRIANGLE = 36√3 cm² $\Large{\underline{\mathfrak{\orange{\bf{Find}}}}}$ PERIMETER of equilateral triangle $\Large{\underline{\underline{\mathfrak{\red{\bf{Explanation}}}}}}$ Formula of Area of equilateral $\boxed{\underline{\tt{\green{\:Area_{equilateral\:triangle}\:=\:(Side)^2\dfrac{\sqrt{3}}{4}}}}}$ $\boxed{\underline{\tt{\green{\:Perimeter_{equilateral\:triangle}\:=\:Sum\:of\:all\:side}}}}$ So, Now keep above values ➡ Area of equilateral triangle = (Side)² × √3/4 ➡36√3 = (Side)² × √3/4 ➡(Side)² = 36√3 × 4 / √3 ➡(Side)² = 36 × 4 ➡Side = √(6×6×2×2) ➡Side = 6 × 2 ➡Side = 12 cm $\Large{\underline{\mathfrak{\orange{\bf{Since}}}}}$ Sides of equilateral triangle be = 12 cm Now, CALCULATE perimeter of equilateral ➡Perimeter of equilateral triangle = 12 + 12 + 12 ➡Perimeter of equilateral triangle = 36 cm $\Large{\underline{\mathfrak{\orange{\bf{Hence}}}}}$ Perimeter of equilateral triangle will be = 36 cm _______________ Some Important Point ★ Equilateral triangle have same length of all sides. _________________

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$\Large{\underline{\underline{\mathfrak{\red{\bf{Solution}}}}}}$