The value of x is? What is the value of x in this problem?
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Answer:
[tex]x=96[/tex]°
Step-by-step explanation:
For the upper left angle, we know that they are supplementary, so we can find the first angle of the triangle by
[tex]180-130=50[/tex]
For the bottom right angle, we know that they are supplementary, so we can find that angle by
[tex]180-134=46[/tex]
As a triangle has 180 degrees, we can subtract the values of the other two angles to find the final upper right angle.
[tex]180-50-46=84[/tex]
Lastly, The upper right angle and x are supplementary so we can find x by subtracting the angle from 180
[tex]180-84=x\\x=96[/tex]
Answer:
x = 96˚
Step-by-step explanation:
Since all the angles are on the outside of the triangle, we need to get them to the inside by subtracting them from 180˚. So we do 180˚ minus 134˚ which gives us 46˚ for that angle. Then we do 180˚ minus 130˚ and that gives us 50˚ for that angle. Then, since all the angles inside a triangle must equal 180˚, we add 46˚ and 50˚ then subtract that from 180˚. So 180˚ minus 96˚ is 84˚. Now to get x, we subtract 84˚ from 180˚ degrees to get the outside angle. That is 96˚! Please mark be brainliest and I hope this helps!