SOLUTION: Okay so im VERY confused here.. So each angle of a quadrilateral are y+11, y-4 , y+13 and just Y they are the four angles on each corner of this quadrillateral i dont understand ho

Question 827410: Okay so im VERY confused here.. So each angle of a quadrilateral are y+11, y-4 , y+13 and just Y they are the four angles on each corner of this quadrillateral i dont understand how too fiqure out each angle. Can you please help me out?
Answer by KMST(5328) (Show Source): You can put this solution on YOUR website!
A quadrilateral is a polygon with 4 sides.
For a polygon with sides, the measures of the angles add up to .
The measures of the 3 angles of a triangle add up to .
The measures of the 4 angles of a quadrilateral add up to .
The measures of the 5 angles of a pentagon add up to .
For your quadrilateral, the measures of the angles (in degrees) are
, , , and .
If you add them all up, it should equal .

So the measure of one of the angles in your quadrilateral is .

The measures (in degrees) of the other 3 angles are
,
, and
.
RELATED QUESTIONS
LEASE HELP I HAVE A QUIZ ON TUESDAY Okay, so lately I've been having trouble in Algebra.... (answered by Alan3354,MathLover1)

Okay so we are finding the slope of each line. Y=3x-2 and we make a chart x|y to figure... (answered by josgarithmetic)

Subtract. Write your answer in simplest form: y-2 y ---- - ----- y+3 2y+6... (answered by funmath)

Hi, im Very confused on Linear Graphs anything to do with it. First here is a problem... (answered by checkley71,allamericangirl)

Okay I had a problem on a test for Intermediate Algebra- I had to find all 3 angles in... (answered by longjonsilver,cleomenius)

Okay, im working on solving linear equations by graphing. here are my 2 problems:... (answered by ewatrrr)

Problem: Angle M and angle L are complementary angles. Angle N and angle P are... (answered by cleomenius)

the measure of one angle of a quadrilateral is 13 degrees greater than the smallest angle (answered by htmentor)

find all possible values for y so that (5 8) (-4 11) and (2 y) are the vertices of a... (answered by stanbon)