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math question - length of a side of a triangle
#1
Hi all,

I worked through the flashcard questions for college math, and thought I did fairly well. However, when I got to the clep practice test, I ran into some difficulties. I was able to get them all sorted out except for this one:

In triangle ABC shown above, what is the length of the segment AB?

I'll have to describe the picture to you, because I can't paste it.

It's an obtuse triangle. Angle C is 120 degrees. BC is given as 6, and AC is given as 10. How do you figure out the length of AB, since ABC is not a right triangle?

Any help would be appreciated!
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#2
sarie Wrote:Hi all,

I worked through the flashcard questions for college math, and thought I did fairly well. However, when I got to the clep practice test, I ran into some difficulties. I was able to get them all sorted out except for this one:

In triangle ABC shown above, what is the length of the segment AB?

I'll have to describe the picture to you, because I can't paste it.

It's an obtuse triangle. Angle C is 120 degrees. BC is given as 6, and AC is given as 10. How do you figure out the length of AB, since ABC is not a right triangle?

Any help would be appreciated!

Law of Cosines
Law of cosines - Wikipedia, the free encyclopedia

For this case

AB= sqrt(BC^2+AC^2-(2*BC*AC*cos©))

AB=sqrt(36+100-(2*6*10*-0.5))

AB=sqrt(36+100-(-60))

AB=sqrt(196)

AB=14
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#3
English, please.
TESU BSBA - GM, September 2015

"Never give up on a dream just because of the time it will take to accomplish it. The time will pass anyway." -- Earl Nightingale, radio personality and motivational speaker
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#4
LaterBloomer Wrote:English, please.

Look this up on Khan Academy, he's good at translating mathish into English.
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#5
cookderosa Wrote:Look this up on Khan Academy, he's good at translating mathish into English.

Totally forgot about Khan Academy.
Reply


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