Doubling the Area of a Square (Paper Folding)
Trending Questions
Find the area of a right triangle whose base is 1.2 metre and the hypotenuse is 3.7 metre.
When two squares of the same size are joined to make a large square, find the length of the side of the large square.
The length of the diagonal of the larger square
Same as the length of the side of the smaller square
Double the length of the side of the smaller square
The length of the diagonal of the smaller square
Question 1 (c)
State whether true or false.
(c) All squares are rhombuses and also rectangles.
- square
- rectangle
- rhombus
Find the area of square field whose each side is 11/2 m.
- recatngle
- square
- rhombus
In the given figure, a square is cut as shown in the first figure and rearranged to form a big square as shown in the second figure. Then the area of the small square(hole) in the second figure is ____.
4 sq.units
16 sq.units
2 sq.units
9 sq.units
Compare the area of :
square of rectangle of and
A square is cut along its diagonal to form four triangles and these are arranged on another square of same area to form a larger square. The area of the larger square is 64 sq.units. Then the area of the original square is ___.
,
32 sq.units
14 sq.units
16 sq.units
64 sq.units
In the given figure, a square is cut as shown in the first figure and rearranged to form a big square as shown in the second figure. Then find the area of the big square in the second figure.
100 sq.units
128 sq.units
102 sq.units
112 sq.units
A square of a area 5 sq.units is cut along its diagonal as four triangles and these are arranged on another square of 5 sq.units to form a larger square. Then the area of the larger square is ___.
25 sq.units
10 sq.units
5 sq.units
50 sq.units
A square is cut along its diagonal into four triangles and these are arranged on another square of same area to form a larger square of area 34 sq.units.Then the area of the original square is
34 sq.units
68 sq.units
17 sq.units
10 sq.units
A square is cut along its diagonal into four triangles and these are arranged on another square of same area to form a larger square. The area of the larger square is 32 sq.units. Then the area of the original square is _____.
,
32 sq.units
16 sq.units
14 sq.units
8 sq.units
- side x side
- side + side
- 4(side)
- 4 + side
- 50
- 20
- 25
- 50
- 40
A Square is cut along its diagonal as four triangles and these are arranged on another square of the same area to form a larger square of area 16 sq.units. Then find the area of the smaller square.
4 sq.units
80 sq.units
8 sq.units
16 sq.units
- 36 sq cm
- 24 sq cm
- 30 sq cm
- 18 sq cm
If the edge length of a square is 6 unit, the area of the square is
When two squares of area 5 cm are joined in order to form a larger square, the area of the larger square is:
25 sq.cm
52 sq.cm
50 sq.cm
5 sq.cm
A square of a area 9 sq.units is cut along its diagonal to form four triangles and these are arranged on another square of 9 sq.units to form a larger square.Then the area of the larger square is
3 sq.units
18 sq.units
27 sq.units
81 sq.units
(i) If d1 and d2 be the diagonals of a rhombus, then its are is (......) sq units.
(ii) If l, b and h be the length, breadth and height respectively of a room, then area of its 4 walls = (......) sq units.
(iii) 1 hectare = (......) m2.
(iv) 1 are = ......m2.
(v) If each side of a triangle is a cm, then its area = ...... cm2.
- 2
- 3
- 4
- 5
Now can you draw a square of area 11 square centimeters?