What is the value of X? The photo is attached
X is a variable it has no known value
Gabby: Please be sure you've shared everything that was in the original question.
thanks for the illustration. Now it's so much clearer what you're asking!
my bad that makes a little more sense
Gabby: What do you know about this triangle (how would you characterize or describe it?)? One angle of the triangle is known. How would you go about finding the other two angles, based upon your answer to my question, above?
@mathmale Well it looks like an equilateral triangle because of the 21 on the sides of the triangle. To find X I would have to subtract 180 by 46 and then i would get the rest of the amount of the triangle. But how can I find just x?
http://www.mathsisfun.com/geometry/triangles-interactive.html <--- notice your triangle, 2 sides are equal to each other, 21 and 21 thus is an scalene triangle pick that in the triangle buttons at http://www.mathsisfun.com/geometry/triangles-interactive.html and move about the sides... notice the angles as you move the legs/sides, 2 angles seem to always remain equal to each other
jdoe: I'm wondering whether "isosceles" would be a better descriptor here than "scalene."
So gabigurl: If those 2 sides are =, then what can you say about the two unknown angles?
gabigurl: were this an equilateral triangle, all the angles and all the sides would be =.
Unfortunately, this is not an equilateral triangle.
hmm well, .... I'd think so =)
jdoe: Please see http://www.mathopenref.com/scalene.html I didn't know myself what "scalene" means, so had to do an Internet search. So we're in the same boat.
hmmm shoot I did say scalene dohh
I meant to say .. isosceles darn it heheh, =)
So is it a scalene triangle or isosceles
is an isosceles, 2 sides are equal, 21 and 21
I just typed the wrong name =), clicked the right button, but just typed the wrong name
Would that be right ^
jdoe: :) :) :) :)
so anyhow.... click on "isosceles", notice that when 2 sides are equal, 2 angles seem to persist being equal too move the legs about in the triangle
Rather than talk about right or wrong, I'd like to ask you aonother question: If those two sides are = (both are 21), then what can you say about the two angles opposite these sides?
That they're equal? @mathmale
Absolutely right! So, 2x+46=???
\(\bf 46^o+\square +\square =180^o\implies 46^o+2\square =180^o\implies 2\square =180^o-46^o\\ \quad \\ \square =\cfrac{180^o-46^o}{2}\)
x=23
notice the sum below the isosceles triangle on the page, it shows the sum as you move the triangle
I'm confused again... Does x=23 or not
or is it 67 like it says on the website @Jordan7 @mathmale
i was summoned?
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