Help with these triangle problems? Thanks in advance!! 1. A triangle has angle measure of 40°, 59°, and 81°. The side opposite of the 40° angle is 11cm long. Find the lengths of the side opposite the 81° angle to the nearest centimeter. 2. Given triangle ABC with a=14, A=25°, B=17, find c. Round to the nearest whole number. 3. Solve triangle ABC given that a=12, b=19, c=21. Round to the nearest degree. Thanks, again.
do you know about law of sines?
@zzr0ck3r No :(
Is there a formula for the law of sines?
@zzr0ck3r
sorry, um yeah but if you are not supposed to use it, then we should use some other method...what are you doing in class?
This is actually an online class
what are you doing in the online class?
if you want to use law of sines then here is how it works |dw:1374475176027:dw| sin(a)/A = sin(b)/B = son(c)/C
you have a = 40 and A = 11, and b = 81 so sin(40)/11 = sin(81)/x solve for x x=11*sin(81)/sin(40)
Join our real-time social learning platform and learn together with your friends!