Question

What is the measure of Angle 1?
47o
37o
74o<--
53o
See Attachment

Answer 1

How did you get that ?

Answer 2

I added 53 degrees as x and put them in the equations and decided it was 74 degrees .. I think i'm very wrong.

Answer 3

Do we know if the figure is a parallelogram or rhombus ?

Answer 4

It is a rhombus

Answer 5

In that case, according to wikipedia
A simple (non self-intersecting) quadrilateral is a rhombus if and only if it is any one of the following:
a quadrilateral with four sides of equal length (by definition)
a quadrilateral in which the diagonals are perpendicular and bisect each other
a quadrilateral in which each diagonal bisects two opposite interior angles
a parallelogram in which at least two consecutive sides are equal in length
a parallelogram in which the diagonals are perpendicular
a parallelogram in which a diagonal bisects an interior angle

notice that last property.

Answer 6

I know it's a rhombus it says that it is.

Answer 7

I'm just wondering if i'm right or if i'm wrong where I went wrong.

Answer 8

When you have a rhombus, then you know its diagonals bisect the angles.

Answer 9

Oh my gosh it was right in front of my face angle 1 is 53 -.- sorry

Answer 10

QS is a diagonal and it bisects angle RST

Answer 11

you could also have used congruent triangles to figure it out.
triangle STQ is congruent to triangle QRS by side-side-side. that will make angle 1 equal to 53º