You don't have to tell me the answer. Just help walk me through it please. Could I find the two missing side lengths of a right triangle if I only know one side length and one angle measure (other than the 90 degree angle)? Using this triangle as an example:
um this is hard.......u dont need answer?
no, i do need one.
ok u have an agle nd a side r8
Yeah, we can make angle A = 38 and side AB = 56
fine u can use sin or cos r8
yeah. can we use sin?
sin=opp/hyp
but we only know that the opp is 56, we dont know what the hyp is
opp is the side oppsite to that angle.............
so would it be an isosceles triangle and if we use tan we can make the opp and adj equal 56
if it is isosceles that angle wud be 45 :P
yeah u can use tan
ooook i can do it from here now lol thanks
okay now i am confused. i dont know how to do it using tan with both opp and adj being 56...
cant i just use the Pythagorean theorem instead to find the hyp
u need two sides to use pytho r8
ugh yeah. lol. but if i use tan then it will equal one and that makes no sense..
cmon......tan(38) s not equal to 1
where did you get thirty eight?
um u said a = 38
I thought you said if it was an isosceles it would be 45?
yea.....but it's 38.....is it isosceles?
yeah , its isosceles
no.. 38 wouldnt work
ok if it's isoscles angles 45
correct. but then tan wont work... http://www.wolframalpha.com/input/?i=tan%2845%29+%3D+56%2F56
xcuse but wat's the qn again?
Could I find the two missing side lengths of a right triangle if I only know one side length and one angle measure (other than the 90 degree angle)?
yes u can....... use tan...to find the other side if hypo is not given....... use cos/sin if hypo is given.............. then use sin/cos/tan to find the other side
sorry......m late...
Join our real-time social learning platform and learn together with your friends!