Law of Sines
Find side c of triangle ABC if m<A=54, m<B=72, a=33
What is 33
How many triangles are there if...
m<A=65°
, a=54, b=48
What is 1 solution
Find m<A if m<B=55, a=22, c=34
What is 40 degrees
From a point on the ground, the angle of elevation to the top of a tree is 24 degrees. From a point 34 feet closer the angle of elevation is 45 degrees. What is the height of the tree?
What is 27.3 feet
Find side b of triangle ABC if m<B=80, m<C=73, & a=17
What is 36.9
How many triangles are possible if are there if...
m<Z=134°
z=33, x=38
What is 0 solutions
Find m<X if x=55, y=44, z=40
What is 81.6
Find the missing sides of a triangle which has two angles of 48 and 88 and the side between them is 40.
What is 42.8 & 57.5 feet
Solve triangle ABC if m<A=44, m<C=55, b=175
What is m<B=81, a= 123.1, c=145.2
How many triagnles are possible if... m<P=44, q=78, p=54
What is 0 solutions
Solve for triangle ABC if m<A=49, b=15, c=25
What is m<B=36.5, m<C=94.5, a=18.9
Two observers, Alice and Bob, are standing at different points on the ground and looking at a bird sitting on a tree. The angle of elevation from Alice to the bird is 20 degrees, and the angle of elevation from Bob to the bird is 30 degrees. Alice is standing 100 feet from the base of the tree, while Bob is standing at a different point. How far apart are Alice and Bob?
What is 163 feet
Solve triangle XYZ if z=65, m<Z=121, m<X=22.
What is m<Y=37, x=28.4, y=45.6
Find the number of solutions and solve if any triangles exist...
m<A=105°
, a=34, b=25
What is
m<B= 45.5°, m<C=29.5°
c=17.6
Solve for m<Z if x=80, y=90, and z=48
What is 31.7
If you are on a ship and travel in the ocean on a path that is 30 degrees north of east for 100 miles and then change course and travel due east for another 56 miles. At this time how far are you from your original position? Hint: Find the angle in between the two sides first!
What is 151.1 miles
Solve ABC if m<B=95, m<C=34, a=88
What is m<A=51, b=112.8, c=63.3
Solve for all triangles if...
m<A=44°
, a=28, c=34
What is Triangle 1:
m<B=78°, m<C=58°
b=39.4 Triangle 2:
m<B=14°, m<C=122°,
b=9.8
Solve for triangle XYZ if y=78, z=54 and m<X=100
What is m<Y=48.5, m<Z=31.5, x=102.3
You travel due north for 88 miles. You then change your course and travel on a course that is 22 degrees south of west for another 40 miles. At this time, how far are you from your original position?
What is 81.9 miles