Please solve question no.4
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Answered by
1
Hi pupil here's your answer ::
_____________________________
✔Please see the attached answer
So we know that sum of all the angles is 360°
so,
x+y+w+z= 360°
x+ y + x + y = 360°(as ⏩x+y=w+z⏪)
2x + 2y = 360°
2 (x+y) = 360° ( take ⏩2⏪ as common)
x+y =360/2
x+y=180°
So, It is Proved that is a line as
every line measures 180° .
_____________________________
hope that it helps. . . . . .
_____________________________
✔Please see the attached answer
So we know that sum of all the angles is 360°
so,
x+y+w+z= 360°
x+ y + x + y = 360°(as ⏩x+y=w+z⏪)
2x + 2y = 360°
2 (x+y) = 360° ( take ⏩2⏪ as common)
x+y =360/2
x+y=180°
So, It is Proved that is a line as
every line measures 180° .
_____________________________
hope that it helps. . . . . .
Answered by
0
Hey mate!
Here is your answer > >
Given- x+y=w+z
To prove-AOB is a line
Proof- x+y+w+z=360°(Sum of Angles round a point =360°)
x+y+x+y=360°(x+y=w+z)
2 (x+y)=360°
x+y=180°
=> AOB is a line
Hope it helps!
Thankyou ☆ ☆
Here is your answer > >
Given- x+y=w+z
To prove-AOB is a line
Proof- x+y+w+z=360°(Sum of Angles round a point =360°)
x+y+x+y=360°(x+y=w+z)
2 (x+y)=360°
x+y=180°
=> AOB is a line
Hope it helps!
Thankyou ☆ ☆
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