< WXY=113.Use what you know about angles in a parallelogram to find the measure of the other angels
<XYZ= <YZW= <ZWX=
I NEED MORE HELP THE ANSWERS WOULD BE GREAT
∠WXY =°
WXY= °
To find the measure of the other angles in the parallelogram, we can use the properties of parallelograms.
In a parallelogram, opposite angles are equal. Therefore, if we are given one angle, we can find the measure of its opposite angle by simply setting them equal to each other.
Given that angle WXY is 113 degrees, we can set it equal to each of the opposite angles:
WXYZ = WXY = 113 degrees
XYWZ = XYZ = 113 degrees
ZXYW = YZW = 113 degrees
Thus, all the other angles in the parallelogram are also 113 degrees.
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
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?