As shown in the figure below, points A, B, and D lie on a line. The measure of angle ABC (m∠ABC) is x°, and m∠CBD is (5x+4)°.  Which of the following equations is true?Responses

As shown in the figure below, points A, B, and D lie on a line. The measure of angle ABC (m∠ABC) is x°, and m∠CBD is (5x+4)°.

In the given figure, if ∠ABC = 20º, then∠AOC is equal to:(a) 20° (b) 40° (c) 12°(d) 10°

is a right angle.Which of the following could be its measure?Choose 1 answer:Choose 1 answer:(Choice A)    A (Choice B)    B (Choice C)    C (Choice D)    D

Select all the correct answers.If the measure of angle is 𝜃  is 7⁢𝜋4 , which statements are true? The measure of the reference angle is 60∘ . The measure of the reference angle is 30∘ . sin(𝜃)=-22 The measure of the reference angle is 45∘ . cos(𝜃)=-22 tan(𝜃)=-1

Type the correct answer in the box. Use numerals instead of words.In the figure, angle B measures 44°, angle A measures 62°, and angle E measures 50°. Complete the equation to solve for f, the measurement of angle F.F = 180° – 50° – °