SOLUTION: In the accompanying diagram of right triangle BAC, angle A = 90 degrees, angle B = 45 degrees, and AC = 8. What is the length of BC?

Algebra.Com
Question 951149: In the accompanying diagram of right triangle BAC, angle A = 90 degrees, angle B = 45 degrees, and AC = 8. What is the length of BC?
Answer by edjones(8007)   (Show Source): You can put this solution on YOUR website!
This is an Isosceles right triangle.
The ratio of the length of the sides of an Isosceles right triangle is 1:1:sqrt(2).
BC is the hypotenuse and equals 8sqrt(2).
.
Ed

RELATED QUESTIONS

In the right triangle ABC, AC= 12, angle B= 30 degrees, Angle C= 90 degrees, and Angle A= (answered by Alan3354)
in the accompanying diagram of Triangle ABC, AB is congruent to AC. The measure of Angle... (answered by edjones)
in the accompanying diagram of Triangle ABC, AB is congruent to AC. The measure of Angle... (answered by KMST,AnlytcPhil)
In the accompanying diagram of right triangle ABC, AB = 5000 and angle C =90 degrees. If... (answered by fractalier)
In right triangle ABC where angle A is 90 degrees, AC = 3x and BC = 5x. if the perimeter... (answered by edjones,drk)
in the accompanying figure, central angle BOC measures 60 degrees. what is the number of... (answered by Alan3354)
A right triangle has these measures: AC=4yds, AB=12yds, angle C is 90 degrees. What is... (answered by Alan3354)
in right triangle ABC, AB=20, AC=12, BC=16 and angle c is 90 degrees. find to the nearest (answered by Alan3354)
Given a right triangle what are the measurements of side a, side b, and angle B of a... (answered by scott8148)