SOLUTION: Right triangle where A, B and C represent the three points of the triangle. Angle A is 90 deg., C is 88 deg. and B is 2 deg. If base line AB is 20 feet, what is the length of the
Algebra.Com
Question 96736: Right triangle where A, B and C represent the three points of the triangle. Angle A is 90 deg., C is 88 deg. and B is 2 deg. If base line AB is 20 feet, what is the length of the short line AC?
Answer by scott8148(6628) (Show Source): You can put this solution on YOUR website!
AC/AB=tan(2°) ... AC=20(tan(2°)) ... AC=.698' approximately
RELATED QUESTIONS
I have a right triangle with 90 deg, 50 deg and 40 deg angles. The length of leg "a" is... (answered by stanbon)
What is the approximate area of a triangle with a = 23, b = 38, and angle C = 47 deg.? (answered by Alan3354)
The angles of a pentagon measure x deg, 2x deg, 3x deg, 4x deg, and 5x deg. What is the... (answered by srinivas.g)
Calculate the measure for each exterior angle of a regular nonagon?A.)20 deg.
(answered by CharStar)
Angles A & B combine to form a vertical angle relationship with angle C. Angle C measures (answered by Alan3354)
In the right triangle ABC(C= 90 deg.) a and c are labeled. Cos B = .4 and a=3 find c... (answered by stanbon)
In triangle ABC . B = 60 deg c = 7cm and a = 10cm If M is the midpoint of BC find without (answered by Alan3354)
x-sqrt of x=0
solve all the values for x
a right triangle is a triangle with one... (answered by Nate)
If you have a triangle with 2 sides 12 ft long and there is a 90 deg angle between them,... (answered by tommyt3rd)