The length of the diagonal of a square is `d` units. The area of the square is `d^2` (b) `1/2d^2` `1/4d^2` (d) `2d^2`

The length of the diagonal of a square is 20cm. Its area is 400cm^(2)( b) 200cm^(2)300cm^(2)(d)100sqrt(2)cm^(2)

The length of a diagonal of a square plot is 24 cm find the area of the square plot. The following are the steps involed in solving the above problem .arrange them in sequential order (A) Area of the square plot = 1/2xx(24)^(2) =288cm^(2) (B) Given that hte length of diagonal of a square plot (d)=24 cm (C ) Are of a square when diagonal is given is 1/2 d^(2)

The ends of a diagonal of a square are (2,-3) and (-1,1). Another vertex of the square can be (-(3)/(2),-(5)/(2)) (b) ((5)/(2),(1)/(2))((1)/(2),(5)/(2)) (d) none of these

If the ratio of the areas of two square is 9:1, then the ratio of their perimeters is 2:1(b)3:13:2(d)4:1

The diagonals of 2 squares M & N are in the ratio of their areas is A. 1 :2 B. 2: 1 C. 1 : 4 D. 4 : 1

The area of a square and that of a square drawn on its diagonal are in the ratio 1:sqrt(2) (b) 1:21:3(d)1:4

A B C D is a square. E is the mid-point of B C and F is the mid-point of C D . The ratio of the area of triangle A E F to the area of the square A B C D is (a) 1 : 2 (b) 1 : 3 (c) 1 : 4 (d) 3 : 8

The length of one diagonal of a rhombus is 80% of the other diagonal.The area of the rhombus is how many xx the square of the length of the other diagonal? (4)/(5) (b) (2)/(5) (c) (3)/(4) (d) (1)/(4)

If a square of area (A)/(2) is cut off from a given square of area A, then the ratio of diagonal of the cut off square to that of the given square is (a) 1:5 (b) 1:2sqrt(5)(c)1:sqrt(5)(d)1:sqrt(2)