Solve for the ambiguous triangle.
1. Given: A=45°; a=3; b=5
2. A=25°; a=3; b=6
After making your sketch:
1.
sinB/5 = sin45/3
sinB = 5sin45/3 = 1.17...
but that is not possible, since the sine of any angle must be between -1 and +1
No such triangle can exist
2. in the same way:
SinB/6 = sin25/3
sinB = .845..
B = 57.7° or 122.3°
If angle B = 56.7° then angle C = 97.3°
and c/sin97.3 = 3/sin25
c = 3sin97.3/sin25 = 7.0
repeat for angle B = 122.3 , angle C = ....