Find the measures of x,y and z in the figure, where L ll BC
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Answered by
61
GIVEN:- l parallel to BC,
SO, y° = 75° , z° = 45°
We know the triangle properties,
Sum of angles of a triangle = 180°
Now,
<X + <y + <z = 180°
<x = 180° - 75 - 45
<x = 180° - 120°
<x = 60°
Answered by
27
Hi ,
It is given that ,
l // BC
i ) 75° + x° + 45° = 180° [ straight angle ]
x + 120° = 180°
x = 180 - 120
x = 60°
ii ) l // BC , AB is the transversal ,
y° = 75° [ alternate angles ]
iii ) l // BC , AC is the transversal .
z° = 45° [ alternate angles ]
Therefore ,
x° = 60° , y° = 75° , z° = 45°
I hope this helps you.
: )
It is given that ,
l // BC
i ) 75° + x° + 45° = 180° [ straight angle ]
x + 120° = 180°
x = 180 - 120
x = 60°
ii ) l // BC , AB is the transversal ,
y° = 75° [ alternate angles ]
iii ) l // BC , AC is the transversal .
z° = 45° [ alternate angles ]
Therefore ,
x° = 60° , y° = 75° , z° = 45°
I hope this helps you.
: )
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