SOLUTION: For a right triangle with a vertical angle of 40 degrees and horizontal angle of 50 degrees and a horizontal length of 5, what would be the hypotenuse length and vertical length? A
Algebra.Com
Question 204653: For a right triangle with a vertical angle of 40 degrees and horizontal angle of 50 degrees and a horizontal length of 5, what would be the hypotenuse length and vertical length? And if you could show me how you came up with your answer? Thanks in advance!
Answer by alicealc(293) (Show Source): You can put this solution on YOUR website!
sin 40 = 5/hypotenuse
0.6428 = 5/hypotenuse
hypotenuse = 5/0.6428 = 7.7785
tan 50 = vertical/5
1.1918 = vertical/5
vertical = 1.1918 * 5 = 5.959
RELATED QUESTIONS
A cable exerts force of 350N at an angle of 50 degrees with the horizontal. Resolve this... (answered by ikleyn)
The equation of the path of a cricket ball thrown at an angle of 45 degrees, with the... (answered by stanbon)
Show me 3 degrees of angle from a horizontal... (answered by Alan3354)
Draw a right angled triangle ABC with vertical side AB,
horizontal side BC and (answered by psbhowmick)
Construct a triangle with a sode of 5cm and angle of 50 and 60... (answered by Alan3354)
A triangle has one angle that measures 34 degrees, one angle that measures 50 degrees,... (answered by jamiya)
Compute the length of the other two legs of a right triangle with a hypotenuse of 5 feet... (answered by dnanos)
A force of 55 pounds make an angle of 55 degrees with the horizontal. Find the horizontak (answered by ikleyn)
A man pushes a lawn mower with a force of 26 lbs exerted at an angle of 30 degrees to the (answered by fractalier)