find the unknown marked angle
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Answer: g=35
Step-by-step explanation:
In the given figure XTUV
There is a triangle XTW
In the above triangle the angle of T and X is given as 65 degree and 62 degree
Then we need to find the angle W
So for that we need to know the property of a triangle i.e Sum of all angles = 180 degree
As we know two angles of XTW
Then X+T+W=180
Then 62+65+W=180
Then we got W=53
In given figure TU and XWV are parallel so the angle XWT= WTU
Then as in the question given WTU = g+ 18
And we know WTU=XWT=53
then 53=g+18
Then g=35
Step-by-step explanation:
In the given figure XTUV
There is a triangle XTW
In the above triangle the angle of T and X is given as 65 degree and 62 degree
Then we need to find the angle W
So for that we need to know the property of a triangle i.e Sum of all angles = 180 degree
As we know two angles of XTW
Then X+T+W=180
Then 62+65+W=180
Then we got W=53
In given figure TU and XWV are parallel so the angle XWT= WTU
Then as in the question given WTU = g+ 18
And we know WTU=XWT=53
then 53=g+18
Then g=35
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