This document contains homework questions on evaluating logarithmic expressions, converting between logarithmic and exponential forms, and applying the Law of Sines to solve for missing sides and angles of triangles given various inputs. Students are asked to solve seven triangle problems by using the Law of Sines formula to find the unknown side or angle.

1. Homework Questions

2. LOGS Warm-up
• Evaluating Logs
5log 19
2log 7
12log 259
0.5log 12

3. LOGS Warm-up
• Convert from log form to exponential form
• Convert from exponential form to log form
3 81y
=4 7y
=
2 16x
= 4 25a
=
2log 1x =
ln ( 1) 5e x + =
5log 2a =
log 1 7a =

4. Law of SinesLaw of Sines
Section 5.5Section 5.5

5. Law of Sines
• Given 2 angles and 1 side
C
c
B
b
A
a
sinsinsin
==

6. Solve the triangle:
• A = 33°, B = 105°, b = 37.9
A = a =
B = b =
C = c =

7. Solve the triangle:
• A = 60°, B = 45°, b = 3.7
A = a =
B = b =
C = c =

8. Solve the triangle:
• B = 15°, C = 120°, c = 17
A = a =
B = b =
C = c =

9. Solve the triangle:
• A = 36°, B = 48°, a = 8
A = a =
B = b =
C = c =

10. Solve the triangle:
• A = 100°, C = 35°, a = 22
A = a =
B = b =
C = c =

11. Solve the triangle:
• A = 81°, B = 40°, b = 92
A = a =
B = b =
C = c =

12. Solve the triangle:
• A = 40°, B = 30°, b = 10
A = a =
B = b =
C = c =

13. Homework
• Worksheet