Question

In kite WXYZ, m?WXY = 104°, and m?VYZ = 49°. Find each measure. 1. m?VZY = 2. m?VXW = 3. m?XWZ = X Y V W + Z In kite ABCD, m?DAX = 32°, and m?XDC = 64°. Find each measure. 4. m?XDA = 5. m?ABC = 6. m?BCD = B A C X D In kite PQRS, m?PQR = 78°, and m?TRS = 59°. Find each measure. 7. m?QRT = 8. m?QPS = 9. m?PSR = R Q T S P

          In kite WXYZ, m?WXY = 104°, and m?VYZ = 49°. Find each measure.
1. m?VZY = 
2. m?VXW = 
3. m?XWZ = 
X
Y
V
W
+
Z
In kite ABCD, m?DAX = 32°, and m?XDC = 64°. Find each measure.
4. m?XDA = 
5. m?ABC = 
6. m?BCD = 
B
A
C
X
D
In kite PQRS, m?PQR = 78°, and m?TRS = 59°. Find each measure.
7. m?QRT = 
8. m?QPS = 
9. m?PSR = 
R
Q
T
S
P

In kite WXYZ, m?WXY = 104°, and m?VYZ = 49°. Find each measure.
1. m?VZY =
2. m?VXW =
3. m?XWZ =
X
Y
V
W
+
Z
In kite ABCD, m?DAX = 32°, and m?XDC = 64°. Find each measure.
4. m?XDA =
5. m?ABC =
6. m?BCD =
B
A
C
X
D
In kite PQRS, m?PQR = 78°, and m?TRS = 59°. Find each measure.
7. m?QRT =
8. m?QPS =
9. m?PSR =
R
Q
T
S
P

Added by Debra D.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Rebecca Belvin

Step 1

We need to find mzVZY, mVXW, and M_XWZ. Since kite WXYZ is a quadrilateral, the sum of its interior angles is 360°. Therefore, we can find mzVZY by subtracting the given angles from 360°: mzVZY = 360° - mZWXY - MLWYZ mzVZY = 360° - 104° - 49° mzVZY = 207° Show more…

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In kite WXYZ, mZWXY = 104Â°, and MLWYZ = 49Â°. Find each measure: mzVZY = 2 mVXW = M_XWZ = In kite ABCD, mzDAX = 32Â°, and MLXDC = 64Â°. Find each measure: MXDA = 5, MZABC = M_BCD = In kite PQRS, m_PQR = 78Â°, and m_TRS = 59Â°. Find each measure: M_ORT = 8. mzOPS = 9. M_PSR =