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Given the following triangle, solve for the missing side.

0 votes
Given the following triangle, solve for the missing side.
right triangle with acute angles A and B, side adjacent to A equal to 5, side adjacent to B equal to 4
A. 9.32
B. 8.67
C. 7.34
D. 6.40


 

Given the following triangle, solve for the missing side.

right triangle with acute angles X and Y, side adjacent to X equal to 3.5, hypotenuse equal to 4.6
A. 4.66
B. 3.56
C. 2.98
D. 1.24

Given the following triangle, solve for side XY.

right triangle with acute angles X and Y, side adjacent to X equal to 6.1, angle X equal to 50 degrees
A. 12.09
B. 11.26
C. 9.49
D. 10.56
 
asked Sep 20, 2014 in TRIGONOMETRY by tonymate Pupil

3 Answers

0 votes
 
Best answer

3)

Using cosine trigonometric function.

In △ XYZ,

cos 50° = adjacent side/hypotenuse

           =  XZ/XY

XY =XZ / cos 50°

     = 6.1/ cos 50°

     = 9.49

Option C is correct.

answered Sep 21, 2014 by bradely Mentor
selected Sep 24, 2014 by tonymate
+1 vote

Missing side can be found using Pythagorean Theorem, in a right angle traingle

hypotenuse2= (Leg 1)2 + (Leg 2)2

AB2= AC2+ CB2

AB2=52+42

AB2=41

AB=√(41) = 6.4031

So, Option D is right choice.

answered Sep 21, 2014 by anonymous
0 votes

Missing side can be found using Pythagorean Theorem, in a right angle traingle

hypotenuse2= (Leg 1)2 + (Leg 2)2

XY2= XZ2+ ZY2

ZY2= XY2- XZ2

ZY2=4.62-  3.52

AB=√(41) = 2.9849

So, Option C is right choice.

 

answered Sep 21, 2014 by anonymous

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