Mark M. answered 08/19/19
Mathematics Teacher - NCLB Highly Qualified
A = (4)(11)(sin 100°)/ 2, assuming the angle is included.
Law of Sines
10 / sin 68° = x / sin 48°
Naomi G.
asked 08/19/19Calculate the area of a triangle when given 4cm, 11cm and 110 degrees.
In triangle XYZ, m<X=48 degrees, m<Y = 68 degrees and y =10. Find x.
Mark M. answered 08/19/19
Mathematics Teacher - NCLB Highly Qualified
A = (4)(11)(sin 100°)/ 2, assuming the angle is included.
Law of Sines
10 / sin 68° = x / sin 48°
Stephen C. answered 08/19/19
SAT Math, Algebra, Trig, PreCalc Tutor
This is apparently 2 questions, and the first question looks like it needs a drawing or more complete problem statement.
On the 2nd question, we can assume that side y is opposite angle Y, and side x is opposite angle X. The Law of Sines says that
sin X / x = sin Y / y
Cross-multiplying and solving for x, we have
x = (sin X * y) / sin Y
Plugging in values from the problem statement, we get
x = (sin(48) * 10) / sin(68)
x = 8.02 (approximate)
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