KeerthanaPosted on If the length of the diagonal of a cube is 838 sqrt{3}83 cm, then its surface area is a384 cm2 b768 cm2 c192 cm2 d512 cm2 Answer : Option AExplanation : If the length of the edge of cube be x cm, then diagonal 3x cm ∴3x=83⇒x=8 cm herefore sqrt{3} x=8 sqrt{3} Rightarrow x=8 mathrm{~cm}∴3x=83⇒x=8 cm ∴ herefore∴ Surface area of the cube =6x2=6 x^{2}=6x2 =6×8×8=384=6 imes 8 imes 8=384=6×8×8=384 sq. cmmathrm{cm}cm Rate This:NaN / 5 - 1 votesAdd comment