Use the law of sines to solve thetriangle, if possible.

Aequals

=

33.7degrees

, a equals

=

21, b equals

29

Select the correct choice belowand, ifnecessary, fill in the answer boxes to complete your choice.

(Round side lengths to the nearest whole number and angle measures to one decimal place asneeded.)

A.

There is only one possible solution for the triangle.

The measurements for the remaining anglesB, C, and side c are as follows.

Bequals

=

degrees

Cequals

=

nothing

degrees

cequals

=

nothing

B.

There are two possible solutions for the triangle.

The measurements for the solution with the smaller angle B are as follows.

Upper B 1

B1equals

=

nothing

degrees

Upper C 1

C1equals

=

nothing

degrees

c 1

c1equals

=

nothing

The measurements for the solution with the larger angle B are as follows.

Upper B 2

B2equals

=

nothing

degrees

Upper C 2

C2equals

=

nothing

degrees

c 2

c2equals

=

nothing

C.

There are no possible solutions for this triangle.