The following figure is not drawn to scale. Please don't scam me I really need it. Overdue please I need this.

Using complete sentences, describe how angle relationships can be used to find the value of x in this figure. Then, find the value of x, showing all of your work.
Using complete sentences, describe how angle relationships can be used to find the value of y in this figure. Then, find the value of y, showing all of your work.

This triangle is split into two. Well if we use this information we can find all of the angles. The X, has a relationship with the first half of a triangle. Since we know all triangle's angles add up to 180º we would do the math.

So 60º+45º+xº=180

We add our like terms

105º+xº=180º

we take out 105 by subtracting it to 180

Now we have x=75

Now we look at Y. The only familiar thing that I can is that it is a supplementary angle to X

And we know that supplementary angles add up to 180º.

So we use our X information to solve this.

75º+Yº=180º

We subtract 75 from both sides to take it out.

Y=105

So now your answers are X=75º and Y=105º

1. Since all triangles add up to 180 we can use the relationship of the angles to find x.

60 + 45 = 105

180 - 105 = 75

x = 75

2. We can also find the value of y, even though we don't know the values of the other angles in the triangle. We do this by taking into account the relationship of x and y, and by remembering all three angles in every triangle adds up to 180.

180 - 75 = 105

y = 105

Be sure to put this into your own words so that you won't be accused of plagiarism! I know you can pass

inverse property is the answer

step-by-step explanation: