Asked by Miracle
< WXY=113.Use what you know about angles in a parallelogram to find the measure of the other angels
<XYZ= <YZW= <ZWX=
<XYZ= <YZW= <ZWX=
Answers
Answered by
Reiny
You obviously have a ||gram WXYZ
where angle X = 113
In any parallogram, the opposite angles are equal and adjacent angles add up to 180
I don't know what
<XYZ= <YZW= <ZWX=
is supposed to mean.
If 3 angles are to be equal then you must have a rectangle, which contradicts you given <X = 113
in any case for the given ||gram
angle X = 113
angle Y = 67
angle Z = 113
angle W = 67
where angle X = 113
In any parallogram, the opposite angles are equal and adjacent angles add up to 180
I don't know what
<XYZ= <YZW= <ZWX=
is supposed to mean.
If 3 angles are to be equal then you must have a rectangle, which contradicts you given <X = 113
in any case for the given ||gram
angle X = 113
angle Y = 67
angle Z = 113
angle W = 67
Answered by
Hannah bub
what does xyz= yzw= and zwx=
Answered by
Anonymous
I NEED MORE HELP THE ANSWERS WOULD BE GREAT
Answered by
Anonymous
I believe all their issues a rdd e the same as mine.
Why would you just be assuming 113 is the value of angle x when it is clearly written as <WXY=113? If they ask <wxy=113 shouldn't they be talking about a triangle (which should equal 180) or does the "<" not mean angles of the three points but the angle of two rays with coordinates W, X and Y?
Why would you just be assuming 113 is the value of angle x when it is clearly written as <WXY=113? If they ask <wxy=113 shouldn't they be talking about a triangle (which should equal 180) or does the "<" not mean angles of the three points but the angle of two rays with coordinates W, X and Y?
Answered by
zyaire bell
∠WXY =°
Answered by
zyaire bell
WXY= °
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