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Geometry 7 Online
OpenStudy (wormynut):

find the value of x.

OpenStudy (wormynut):

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OpenStudy (anonymous):

first of all ignore the circle

OpenStudy (anonymous):

then put an imaginary line where the 2 triangles meet

OpenStudy (anonymous):

you will see that one of the triangles is just a reflection

OpenStudy (anonymous):

because they are a reflection x=40 degrees

OpenStudy (wormynut):

@jacobrocket173buuuttt.....we've to use the circle to solve that....any proof?

OpenStudy (anonymous):

but still picture a line that cuts everything in half

OpenStudy (anonymous):

then fold where you made the line and angle x should equal the angle with 40 degrees

OpenStudy (phi):

an inscribed angle equals 1/2 of the intercepted arc. notice that both "inscribed angles" have the *same intercepted arc* same arc means same inscribed angle.

OpenStudy (anonymous):

im just soo use to the triangles by its self okay so sry if the info i gave is wrong

OpenStudy (anonymous):

so wait am i half right or completely wrong

OpenStudy (phi):

@jacobrocket173 you are correct that x is 40 degrees, but you should not assume the triangles *appear* to be reflections of each other... they are, but to prove it, you should use a geometric theorem (such as the one about inscribed angles)

OpenStudy (anonymous):

remember im being taught differently okay

OpenStudy (anonymous):

i can prove it use a diff theorem tho if i had another angle

OpenStudy (wormynut):

@jacobrocket173 thanks for the answer anyway.....atleast you tried!

OpenStudy (phi):

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