Robin wilson
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The document discusses the Pythagorean theorem and distance formula. It explains that the Pythagorean theorem states that the square of the hypotenuse of a right triangle equals the sum of the squares of the other two sides. It also provides an example of using the distance formula, which involves subtracting the x-coordinates and y-coordinates of two points and summing the squares of the differences.
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Robin wilson
- 1. Robin Wilson ‘Pythagorean Theorem and Distance Formula
- 2. What is a Pythagorean Theorem? What do the variables stands for? What type of triangle do we use the theorem for? A Pythagorean theorem is a square of the hypotenuse of right triangle is equal to the sum of the square of the other two sides. The variable stands for a and b stand for the legs and c stands for hypotenuse. The type of triangle we use is a right triangle.
- 3. x 3 12 Step 1 A^+B^=C^ Step 2 3^+12^=X^ Step3 9^+144^=X^ Step 4 153^=X^ Step 5
- 4. What is distance formula? What steps do you follow to use the distance formula? Distance formula is the end results The steps you use for distance formula is (X1,Y1) (X2,Y2)
- 5. Example of distance formula (10,9) (5,8) Step 1 (X2-X1)^+(Y2-Y1)^ Step 2 (10-5)^+(9-8)^ Step 3 (5)^+(1)^ Step 4 25+1 Step 5 26 Step 6 5.0
- 6. Example of distance formula (10,9) (5,8) Step 1 (X2-X1)^+(Y2-Y1)^ Step 2 (10-5)^+(9-8)^ Step 3 (5)^+(1)^ Step 4 25+1 Step 5 26 Step 6 5.0