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Create a Challenging Pythagorean Theorem Problem

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Create a Challenging Pythagorean Theorem Problem

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1. Write it on a new post.
2. Try out your classmates' problems.
3. Put your answer in the comments under the post for that problem.

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An isosceles triangle has a hypotenuse of 12 find the values of the other sides

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An isosceles triangle has a hypotenuse of 12 find the values of the other sides

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Round to the nearest hundredth
Answer is 8.49

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A person has to stand up and watch Mr. Ruvio dancing. He is 67 inches tall. He ends up falling asleep against a wall, 62 inches above the ground. What’s the distance between his feet and the wall?

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The length of a baseball field is 15 kilometers and the width is 6 kilometers. If you were to run diagonally from one side to the other, how many kilometers would you have to run? Round to nearest hundred if necessary

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Find the hypotenuse of the triangle

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A ladder is placed against a 8-foot tall side of a house. 🏠🪜 If it is 5 feet away from the house, how tall is the ladder? 🪜
*If necessary, round to the nearest tenth.*
Note: answer may not be the real one!! 😉
“Answer”: 8.4

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Very Hard Circle and Triangle Problem, If you can’t solve this that is very fine. By Max & Michael

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Very Hard Circle and Triangle Problem, If you can’t solve this that is very fine. By Max & Michael

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This is a hard problem. Solve for the radius of the semi circle.

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Billy is making an oddly shaped hat. It is composed of a triangle with a base length X, a side with length 5units, and a hypotenuse length 13 units. Below the base is a semicircle with a diameter of X, and a semicircle with diameter X/2. What is the ratio of the two semicircles respectively?

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Someone gives Matthew 10000000 potatoes, confusing him with Michael. Matthew hates potatoes and throws them  in a steady stream down from his head. Matthew is 12 potatoes tall. The stream of potatoes is 13 potatoes long. How far are Matthew’s feet from the point where the potatoes hit the ground?

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Someone walked around a rectangular field, 76 feet in length, and 43 feet in width. They decided to walk diagonally from one corner to another. How many inches would they have to walk? (Round to hundredths)

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A guy takes a walk around a field that is 74 feet long and 51 feet wide. (S)he takes a seat at a tree the corner of the pathway and decides to diagonally continue her/his route until (s)he gets to the other corner. How many inches do they walk before they get to the other corner?

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A parking lot has a width of 7 and a length of 9. How much shorter will the walk be if you walk diagonally instead of walking along the side walk that follows the perimeter of the parking lot? Round to the nearest hundredth if needed.

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Text version if you don’t understand my messy handwriting:
This is an isosceles triangle. Both legs are the same length. Find the length of one leg. Round to the hundredth place.

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On a 30:60:90 triangle, what is the length of the hypotenuse if x=34?

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This is the flag of Trinidad and Tobago. The right triangle marked out in gray dotted lines has lengths of 13 inches and 15 inches. The hypotenuse of the light blue right triangle is 2 more than of the gray right triangle. Find the hypotenuse of the light blue triangle.

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This is the flag of Trinidad and Tobago. The right triangle marked out in gray dotted lines has lengths of 13 inches and 15 inches. The hypotenuse of the light blue right triangle is 2 more than of the gray right triangle. Find the hypotenuse of the light blue triangle.

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Mario needs to find the diagonal of his rectangle. Can you help him?

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For a challenge, someone wanted to run diagonally  across a field, 29 meters  in length and 27 meters in width. How many times do they have to run diagonally in order to run 1 kilometer? Hint: 1,000 meters equals to 1 kilometer
*ROUND TO NEAREST tenth or hundredth if neccesary*
(Answer: 26? Idk Still testing)

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The area of a rectangle is 64 units. One side of it is xy. The other side is 7y + 8 - x. If you cut the rectangle in half from corner to opposite corner, find the hypotenuse of the triangle you would get.

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The legs of the right triangle in gray is double than of the black right triangle. Find the hypotenuse of the gray right triangle. Bonus points if you know what the flag is.