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In the following figure ROPE are parallelograms find the measure of angles x,y,z state the properties you used to find them

y=80{alternate angle}
z=80+60+z=180
  140+z=180
   z=180-140=40[angle sum property]
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Ronit gupta is right
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In this x=z
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x = 0
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40
 
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40 is the angle
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HERE IS THE ANSWER:
60+80+X=1800(LINEAR TRIPLET)
140+X=180
X=180-140
X=400

Z=X(ALTERNATE ANGLES)
Z=400

60+40+Y=1800(ANGLE SUM PROPERTY)
100+Y=180
Y=180-100
Y=800

HOPE IT HELPS!!!
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x=40? y=80? z=40?
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Sum of threeangle is 180 degree X : 80 degree sum of exterior angle is equal to two interiorangle Z = 60 alternate angles
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Please find this answer

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Please find this answer

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x+60+80=180(linear pair) x+140=180 x=180-140 x=40 z=x (alternate interior angles) z=40 y+60+z=180(angle sum property) y+60+40=180 y+100=180 y=180-100 y=80
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I don't know answer
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Please find this answer

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60+80+X=1800(LINEAR TRIPLET)
140+X=180
X=180-140
X=400
Z=X(ALTERNATE ANGLES)
Z=400
60+40+Y=1800(ANGLE SUM PROPERTY)
100+Y=180
Y=180-100
Y=800
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x,y,z values is 50?
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X=40
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X=40
Y=60
Z=60
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Please find this answer

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Angle x=40 (l.p.a.)
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Angle z=40(a.i.a.)
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Angle y=80 (angle sum property in triangle POE)
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X=40
Y=40
Z=80
 
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Y =80 degree (alternative angle)
X=60 + 80 + x (angle sum property)
With y think of a linear pair like a
So A =a + 80 degree =180
A =180-80
100
Z =A =100 degree (alternative angle )
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X - 40
y - 80
z - 40
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X=40
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I tell
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hello
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gift
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X=40
Y=60
Z=60
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,.,.,,,,
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,,,,.,.
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