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Problem #1 Our equation is quadratic in form
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Solving Trigonometric Equations Using Factoring Practice Test Full Solutions
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- 1 Problem #1 Our equation is quadratic in form
- 2 Problem #1 Factoring and using the square-root property
- 3 Problem #1 Using the unit circle
- 4 Problem #2 Factoring and using the zero-product property
- 5 Problem #2 Using the unit circle
- 6 Problem #2 Missing solutions from dividing both sides by cos x
- 7 Problem #3 Factoring and using the zero-product property
- 8 Problem #3 Using the unit circle
- 9 Problem #4 Factoring and using the zero-product property
- 10 Problem #4 Using the unit circle
- 11 Problem #5 Factoring and using the zero-product property
- 12 Problem #5 Explaining why csc x = 0 has no solution
- 13 Problem #5 Isolating tan x
- 14 Problem #5 Using the unit circle
- 15 Problem #6 Factoring and using the zero-product property
- 16 Problem #6 Explaining why sec x = 0 has no solution
- 17 Problem #6 Isolating tan x
- 18 Problem #6 Using the unit circle
- 19 Problem #7 Factoring and using the square-root property
- 20 Problem #7 Using the unit circle
- 21 Problem #8 Factoring and using the zero-product property
- 22 Problem #8 Using the unit circle
- 23 Problem #9 Factoring and using the zero-product property
- 24 Problem #9 Using the unit circle
- 25 Problem #10 Factoring and using the zero-product property
- 26 Problem #10 Using the unit circle
