What is the measure of XYZ ?
Picture below
Just clarify if i have to use x = 1/2(mAB +mCD) to solve it
Yes, here it is (1/2)(mVW + m XZ), with VW = 43, and XZ = 94
Thanks, now i feel more confident about doing these types of problems.
Can we go back to your previoous problem of this type? I misread it.
Of course.
I saw the Y inside the circle and was thinking of the measure of the angle that has y inside it. I misread the problem.
This is what your problem looks like. |dw:1370308719629:dw|
Got it
You are asked to find the measure of angle XYZ. |dw:1370308846808:dw|
I'm going be mad if i did have to end up dividing the outer degree by 2
Was my answer suppose to be 43 degrees ?
This angle is found directly using the formula we used: m<XYZ = (1/2)(mVW + mXZ) = (1/2)(44 + 86) = (1/2)(130) = 65 That is the answer.
The answer is the measure of anfle XYZ is half the sum of the two arcs, so m<XYZ = (1/2)(130) = 65. I misunderstood the problem thinking they were asking for another angle. That's why I told you to subtract 180 -65. That was a mistake of mine.
Oh it was x instead of y
|dw:1370309081324:dw|
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