**Q1: **

Which of the relations below is correct?

- A
- B
- C
- D

**Q2: **

Is a right-angled triangle?

- Ano
- Byes

**Q3: **

In the following figure, find the length of .

**Q4: **

Find the area of the triangle , correct to one decimal place.

**Q5: **

Find the area of the square .

**Q6: **

Given that the area of the square is 1 024 cm^{2},
and the area of the square is 1 600 cm^{2},
find the side length of the shaded square.

**Q7: **

Triangles and are congruent. What is the length of ?

**Q8: **

Find the area of the rectangle given and . Give the answer to the nearest whole number.

**Q9: **

Find the perimeter of .

**Q10: **

Find the area of the rectangle giving the answer to the nearest square centimeter.

- A540 cm
^{2} - B432 cm
^{2} - C720 cm
^{2} - D216 cm
^{2}

**Q11: **

The given tile is in the shape of a square. Which of the following is the closest to the length of the tile’s diagonal?

- A25 in
- B7 in
- C34 in
- D48 in
- E10 in

**Q12: **

is a cube. Determine the lengths and .

- A,
- B,
- C,
- D,

**Q13: **

In the figure below, . Find the area of the shaded square.

**Q14: **

Determine the diagonal length of the rectangle whose perimeter is 326.4 cm and length is 115.2 cm.

**Q15: **

Given that the area of a rectangle is 1 680 cm^{2}, and its width is 24 cm, find the length of its diagonal.

**Q16: **

Determine the area of the rectangle whose diagonal length is 55.1 cm, given that the length of one of its dimensions is 39.9 cm.

**Q17: **

The area of a square is 220.5. Find the length of its diagonal.

**Q18: **

The figure shows a student’s routes from home to school. Assuming that roads B and C are perpendicular, what distance is saved if he takes road A instead of the other two? Give your answer to two decimal places.

**Q19: **

Given that the area of each square on the chessboard is 81 cm^{2}, find the length of the diagonal
chessboard.

- A5 184cm
- B648 cm
- C cm
- D cm
- E72 cm

**Q20: **

The figure shows a 129 m long bridge on supports , attached at the midpoint . If , find the length of to the nearest hundredth.

**Q21: **

Daniel traveled north for 19 miles and then east for 13 miles. Determine, to the nearest tenth of a mile, how far he is from his starting point.

**Q22: **

Brandon has a rectangular back yard. He measured one side of the yard and found it to be 85 feet and its diagonal to be 117 feet. Determine, to the nearest tenth of a foot, the length of the other side of his back yard.