m angle R=130 and m angle S=80. Find m angle T. The diagram is not to scale. Hint: draw the diagonals and use propertied of triangles.

I totally don't understand this one

So what the answer is your divide that by how old your mj is and that when you divide that then you go to your mum and play xx tentacion and cry your self to sleep the answer is for A=74

B=44
C=28
D=19
And if you really believed me your Actaully a joke g and if you spent your whole time reading this theirs Suttin wrong wit you

I don't either. Evidently you are not describing a triangle, since you mention diagonals.

So, please fill us in on the rest of the pertinent data, and maybe you can get some help.

To solve this problem, we will use the properties of triangles and the fact that the sum of the angles in a triangle is always 180 degrees.

First, we can draw the diagram with angles R, S, and T. You can draw three lines to represent the sides of the triangle and label the angles at each vertex as R, S, and T.

Next, draw the diagonals of the triangle, forming four smaller triangles within the larger triangle. Label the points where the diagonals intersect as A, B, and C.

Since we know that the sum of the angles in a triangle is 180 degrees, we know that the sum of the angles of each of the smaller triangles is also 180 degrees.

Let's analyze the triangles formed by the diagonals. We will start with triangles ABC and ABR.

In triangle ABC, angle A is angle T. In triangle ABR, angle R is given as 130 degrees.

Since angle R + angle S in the original triangle is equal to 180 degrees, we can subtract angle S from 180 to find angle R (180 - 80 = 100 degrees).

Now, we have angle R in triangle ABR as 100 degrees.

Since triangle ABC and ABR share side AB, angle A and angle B are the same for both triangles.

In triangle ABC, angle C is equal to 180 - (angle A + angle B). We can substitute angle T for angle A and angle R for angle B.

Therefore, angle C in triangle ABC is equal to 180 - (angle T + angle R).

Now, we can set up our equation:

180 - (angle T + angle R) = angle T

Simplify the equation:

180 - angle T - angle R = angle T

Combine like terms:

180 - 2(angle T) = angle T

Add 2(angle T) to both sides:

180 = 3(angle T)

Finally, divide both sides by 3:

angle T = 60

Therefore, angle T is equal to 60 degrees.

To find the measure of angle T, we can use the properties of triangles and the given angles.

Here's a step-by-step explanation of how to find angle T:

1. According to the hint, we should start by drawing the diagonals of the diagram. Let's assume the diagram is a quadrilateral with vertices R, S, T, and U.

2. Draw the diagonal RT, which divides the quadrilateral into two triangles: triangle RST and triangle RTU.

3. Since we're given the measure of angle R (130 degrees), we can label it on the diagram.

4. We're also given the measure of angle S (80 degrees), so label that on the diagram as well.

5. Since the sum of angles in a triangle is always 180 degrees, we can find the measure of angle T in triangle RST. Subtract the measures of angles R and S from 180 degrees to find angle T: T = 180 - (R + S) = 180 - (130 + 80) = 180 - 210 = -30 degrees.

6. However, it's not physically possible for an angle to have a negative measure. This means there may be an error or contradiction in the given information or drawing.

7. Double-check the information and diagram to ensure there are no mistakes. If needed, provide additional information or ask for clarification to resolve any inconsistencies.

It's important to note that without a diagram or accurate information, it's difficult to provide a precise answer. Make sure to review the given information and try to interpret the question correctly.