Gr 10 Math Ch 5: Trigonometric Function

What is the range of the sine function $y = ext{sin} \theta$?

Which point is a maximum turning point of the sine function $y = ext{sin} \theta$?

If $a < 0$ in the function $y = a ext{sin} \theta + q$, what transformation occurs?

For the cosine function $y = a ext{cos} \theta + q$, what is the y-intercept when $a > 0$?

What are the x-intercepts of the cosine function $y = ext{cos} \theta$?

Which statement correctly describes the effect of $q$ when $q < 0$ in $y = a ext{sin} \theta + q$?

What is the period of both sine and cosine functions?

What happens to the range of the sine function when $a = 2$ and $q = 1$?

What occurs to the cosine graph when it is shifted to the right by 90°?

What is the domain of the tangent function defined as $y = an heta$?

What effect does changing the value of $q$ have in the function $y = a an heta + q$?

What is the period of the tangent function $y = an heta$?

Where are the asymptotes located for the tangent function graph within the defined domain?

What is the y-intercept of the function $y = a an heta + q$?

What happens to the steepness of the branches in the tangent function when the value of $a$ increases?

Which of the following is the correct y-intercept for the function $y = a \tan \theta + q$?

What is the domain of the tangent function $y = \tan \theta$?

At what angles do the asymptotes of the tangent function occur?

What is the effect of a negative value of $q$ in the function $y = a \tan \theta + q$?

What is the significance of the period in the tangent function $y = \tan \theta$?

What is the y-intercept of the sine function of the form $y = a \sin \theta + q$ when $a > 0$?

Which point is a minimum turning point of the cosine function $y = \cos \theta$?

If $a = -2$ in the function $y = a \sin \theta + q$, what transformation occurs to the graph?

What effect does a positive value of $q$ have on the sine function $y = a \sin \theta + q$?

For the function $y = a \cos \theta + q$ with $0 < |a| < 1$, what happens to the graph?

Which of the following best describes the range of the sine function $y = 2 \sin \theta + 1$?

What are the x-intercepts of the sine function $y = \sin \theta$?

If the cosine function is represented as $y = \cos \theta$, which of the following statements is false?

What is the y-intercept of the cosine function of the form $y = a \cos \theta + q$ when $a < 0$?

Which range is correct for the transformed sine function $y = 3 \sin \theta - 2$?

If the amplitude of a sine function is doubled while keeping the vertical shift constant, what happens to the maximum turning point?

Which statement is true regarding the cosine function's x-intercepts?

What is the effect on the sine function $y = a \sin \theta + q$ if $|a| < 1$?

Which transformation occurs when the sine function $y = \sin \theta$ is shifted left by $90°$?

How does the cosine function's maximum turning point change if the amplitude $a$ is negative?

Which of the following intervals defines the range of the transformed function $y = -2 \sin \theta + 3$?

What is the shape of the graph for the tangent function defined as $y = a \tan \theta + q$ when $a > 0$ and $q < 0$?

Which of the following describes the behavior of the tangent function $y = \tan \theta$ at its asymptotes?

If the value of $a$ in the function $y = a \tan \theta + q$ is increased to a large positive value, what effect does it have on the graph's branches?

Which statement correctly describes the domain of the function $y = a \tan \theta + q$?

Which of the following statements is true about the relationship between the sine and cosine graphs?

What determines the position of the y-intercept for the function $y = a \tan \theta + q$?

Which statement about the tangent function $y = a an \theta + q$ is correct regarding its steepness?

At which specific angles does the tangent function $y = an \theta$ exhibit its vertical asymptotes?

What transformation occurs to the tangent function $y = a an \theta + q$ when $q < 0$?

Which of the following correctly identifies the y-intercept for the tangent function $y = a an \theta + q$?

What is the range of the tangent function $y = an \theta$ within the defined domain?