Right Triangle

Related BrainMass Solutions

• Geometry Problems

  It is because there is a right triangle that has 2 equal sides as well as two interior angles, which is the 45-degree right triangle. A right triangle cannot be an equilateral triangle.

• Visual Basic (Triangle Application)

  Create two more properties in the Tri angl e class— one determines whether the sides form a right triangle, the other an equilateral triangle. Use the Pythagorean theorem (a 2 + b 2 = c 2) to test for a right triangle.

• Solve for beta

  Now in the right triangle AEC, we have So, Then in the right triangle DEC, we have So, So in the right triangle DEB, we have So, Finally

• converse of the Pythagorean theorem

  Prop. 48: If in a triangle the square on one of the sides be equal to the squares on the remaining two sides of the triangle, the angle contained by the remaining two sides of the triangle is right.

• Slid Trigonometry : Type II Pyramid

  Three faces are right triangles and the 4th in a diagonal plane is an oblique triangle.

• What is the length of the hypotenuse of the right triangle ABC in examination figure,if AC=6 and AD=5

  of the right triangle ABC in examination figure,if AC=6 and AD=5.

• Geometry : How many distinct points does the 9-point circle have when the triangle is isosceles, equilateral, right-angle isosceles

  In an isosceles right triangle there are four. There have to be at least three points, because the three midpoints of a triangle never coincide.

• Geometry - Ratio and Proportion

  Triangle ABC with right triangle C. a. If a= 3cm and b = 4 cm, find c b. If a=6 yd and c= 11 yd, find b Answer this question and explain. Is the triangle with sides of the following lengths a right triangle?

• Trigonometry

  (i) The triangle ABE is a right triangle, AE=12m, AB=23m, thus EB=sqrt(12^2+23^2)=25.94m (sqrt means square root) The triangle ADE is a right triangle, AE=12m, AD=37m, thus ED=sqrt(12^2+37^2)=38.90m The triangle

• Trigonometry Word Problems

  So for right triangle CED, , and CE = 5cm CL is perpendicular to AB, so for right triangle CLB, , and CL = 5cm. So triangle CED and CLB are congruent. So CD = BC. Since CD = BC, then ABCD is a rhomb. So AD= CD.