determine all of the solutions between 0 and pi for a trigonometric eqn using factoring

The video tutorial covers solving mathematical problems with a focus on finding solutions between 0 and 2π. It explains the process of isolating variables, applying the zero product property, and factoring equations. The tutorial emphasizes understanding angles using the unit circle and radians, and finding solutions for sine and cosine functions.

What is the range of solutions we are looking for in trigonometric problems discussed in the video?

• 0 to 4π

• 0 to 2π

• π to 2π

• 0 to π

What property is applied when you have a product of terms set to zero?

• Distributive Property

• Zero Product Property

• Associative Property

• Commutative Property

When solving for sine of X equals 1/2, what angle in radians corresponds to 30 degrees?

• π/2

• π/6

• π/4

• π/3

What is the reference angle for π/6 when reflected over the y-axis?

• 5π/6

• π/3

• 2π/3

• π/2

Which coordinate point indicates that cosine of X is zero?

• (-1, 0)

• (0, -1)

• (0, 1)

• (1, 0)

What is the angle in radians where the X coordinate is zero and the Y coordinate is one?

• π

• π/2

• 2π

• 3π/2

What is the angle in radians where the X coordinate is zero and the Y coordinate is negative one?

• π/2

• 3π/2

• π

• 2π