Pythagorean Theorem

14. Mevlud lives 120 yards north of school and Rama lives 350 yards east of school. If Mevlud walks on a straight line to Rama’s house, how many yards would he need to walk?

19. Find a third number so that the three numbers form a right triangle:

13. Determine if the three given side lengths form a right triangle.

2. Work out the lengths of the sides marked #

6. Mrs. Intan displayed a photo on her desk. She used a 17 inch rod to hold the picture up right as shown below. What is the total h, height of the photo in inches?

22. Find the wide of the rectangle whose length is 24 cm and diagonal is 26 cm.

7. Find the lengths of the side.

16. Pasha displayed a photo on his desk. He used a 5 inch rod to hold the picture up right as shown below. What is the total h, height of the photo in inches?

18. A rectangular swimming pool is 21 m wide and 28 m long. Calculate the length of a diagonal swimming pool in metres.

20. Work out the length of the hypotenuse.

11. A triangle has sides with lengths 36 centimeters, 48 centimeters, and 60 centimeters. Is it a right triangle?

12. Work the lengths of the sides marked *

10. Could these dimensions represent a right triangle? 3, 2, 1 (Answer yes or no)

1. Work out the length of the hypotenuse

4. Determine if the three given side lengths form a right triangle.

21. What is the length of bd?

8. Rafa Athaya walks 16 km north and then 30 km east. How far is Isaac from his starting point?

9. Raito bought an LED television set that is 32 inches long. The diagonal length measures 40 inches. What is the width of the television screen?

3. A rectangle is 12 cm long and 5 cm wide. Work out the length of a diagonal of the rectangle.

5. Rheina has a rectangular garden that has a length of 20 meter and a width of 12 meters. Tyger wants to put up a fence from one corner to the other corner diagonally. How many meters of fencing does he need to buy?

17. Find the length of the side.

15. The area of square 7 is the sum of the areas of which squares?

23, A tree broke from a point but did not separate. Its top touched the ground at a distance of 24 m from its base. If the point where it broke is at the height of 7 m from the ground, what is the total height of the tree?