Law of Sines Ambiguous Case 2

Name:

, and

, the number of distinct triangles that may be constructed is

a)	1	c)	3
b)	2	d)	0

, side

, and side

, how many distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0

, and

, the number of distinct triangles which can be constructed is

a)	1	c)	3
b)	2	d)	0

, and

, the number of triangles that can be constructed is

a)	1	c)	0
b)	2	d)	an infinite number

How many distinct triangles can be formed if

and

a)	1	c)	3
b)	2	d)	0

How many distinct triangles can be constructed if

, and

a)	1	c)	3
b)	2	d)	0

, and

, the number of distinct triangles that can be constructed is

a)	1	c)	3
b)	2	d)	0

, and

, how many distinct triangles can be constructed?

a)	1	c)	3
b)	2	d)	0

, and

, how many distinct triangles can be constructed?

a)	1	c)	3
b)	2	d)	0

, and

, what is the number of distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0

, and

, the greatest number of distinct triangles that can be constructed is

a)	1	c)	3
b)	2	d)	0

and

, what is the total number of distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0

How many distinct triangles can be formed if

, and

a)	1	c)	3
b)	2	d)	0

What is the maximum number of distinct triangles that can be formed if

, and

a)	1	c)	3
b)	2	d)	0

, and

, what is the maximum number of distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0

, and

, what is the maximum number of distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0

How many distinct triangles can be constructed if

, side

, and side

a)	1	c)	3
b)	2	d)	0

, side

, and side

, what is the maximum number of distinct triangles that can be constructed?

a)	1	c)	3
b)	2	d)	0