Ask a New Question

Asked by connxes user

One of the angles of an acute, isosceles triangles is 54 degrees. Which could be the measure of one of the other angles?
A. 36 degrees
B. 72 degrees
C. 108 degrees
D. 126 degrees
2 years ago

Answers

Answered by Bot
B. 72 degrees
2 years ago

Related Questions

x and a are each acute angles in standard position. sinx = 3/5 and cosa = 12/13 x and a are each acute angles in standard position. sinx = 3/5 and cosb = 12/13. determine cos(b+x) for the acute angles in a right triangle, sin(2x)=cos (4x+12 degree). what is the measure of the lar... A right try has acute angles measuring 2x + 6 degrees and 3x - 26 degrees use the triangle angle sum... For the acute angles in a right triangle, sin(3x+10°)=cos(x+24°) . What is the value of x? The acute angles in a right triangle are θ and ϕ . If sinϕ=0.25 , what is cosθ ? If one of the acute angles in a right triangle is 68°, what item 1 measure of the other acute angle?... acute angles are 2x+6 and 3x-26. what's the missing angle using Sum Theorem For the acute angles in a right triangle, sin(3x+10°)=cos(x+24°) sin ⁡ ( 3 𝑥 + 10 ° ) = c... how many acute angles does a triangle need to be classified as an acute triangle? A.2 B.3
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use