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Name:<br />
Chp. 1 assign #~in-class<br />
--- <strong>Geometry</strong><br />
<strong>Angle</strong> <strong>Addition</strong> <strong>Worksheet</strong><br />
PT is the angle bisector of LRPS. Find the two angle measures<br />
not given in the diagram.<br />
13. p<br />
12.<br />
14.<br />
s<br />
T<br />
p<br />
p<br />
s<br />
--+<br />
ST bisects LASC. Find the value of x.<br />
15.<br />
16. B<br />
17.<br />
B<br />
BD bisects LASC. Find the value of x.<br />
7. A 8.<br />
c<br />
B<br />
Use the <strong>Angle</strong> <strong>Addition</strong> Postulate to find the measure of the<br />
unknown angle. _. .<br />
4. mLFDC = 5. mLCDE = 6. mLXn = <br />
y<br />
F<br />
D
In Exercises 10-13, use the following information.<br />
Q is in the interior of LROS. S is in the interior of LQOP. P is in the interior of<br />
LSOT. mLROT = 127°. mLSOT = 71°. and mLROQ = mLQOS = mLPOT.<br />
Make a sketch and answer the following.<br />
10. Find mLQOP 11. Find mLQOT 12. Find mLROQ<br />
Let Q be in the interior of LPOR. Use the <strong>Angle</strong> <strong>Addition</strong> Postulate<br />
to solve for x. Find the measure of each angle.<br />
14. mLPOQ = (x + 4t 15. mLPOQ = (3x + 7)° ( I 1)°<br />
16. mi.-POQ = j"x + 3<br />
mLQOR = (2x - 2t mLQOR = (5x - 2)° mLQOR = (2x + ~r<br />
mLPOR = 26° mLPOR = 61° mLPOR = (5x - 1)°