Drawing a Square of Specified Area (Paper Folding)

Q. Figure ABCD represents a chess board room which is made up of 64 identical square of side 2 in each. Calculate the total area of the board.

1. 384 sq. in
2. 128 sq. in
3. 192 sq. in
4. 256 sq. in

Q.

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 big square in the second figure is _____.

1. 80 sq.units

2. 112 sq.units

3. 90 sq.units

4. 102 sq.units

Q. Two square of the same size with side length 6 cm are cut along the diagonal and placed to make a single square. What is the side length of the new square?

1. $6\sqrt{3}$ cm
2. $6\sqrt{2}$ cm
3. $3\sqrt{3}$ cm
4. $3\sqrt{2}$ cm

Q. Figure ABCD represents a chess board room which is made up of 64 identical square of side 2 in each. Calculate the total area of the board.

1. 256 sq. in
2. 192 sq. in
3. 384 sq. in
4. 128 sq. in

Q.

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. Find the area of the big square in the second figure.

Q. Three congruent squares cannot form a bigger square.

1. False
2. True

Q. Figure PQRS represents the floor a room which is made up of 6 identical square tiles of side 4m. The total area of the floor is sq. m.

1. 96
2. 112
3. 80
4. 128