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You can create printable tests and worksheets from these Grade 11 Trigonometry questions! Select one or more questions using the checkboxes above each question. Then click the add selected questions to a test button before moving to another page.

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State the amplitude of the function $y=1/3cos(x-2)$:
1. $1/3$
2. $pi$
3. $-2$
4. $-pi$
5. none of these are correct
Using SOH CAH TOA, what does the first part, SOH, stand for?
2. sine=hypotenuse/opposite
4. sine=opposite/hypotenuse
If $sin(theta)=24/25$ what is $csc(theta)?$
1. $25/24$
2. $7/24$
3. $24/3$
4. $25/7$
In a 30-60-90 triangle, the short leg measures 8 cm. What is the length of the hypotenuse?
1. $16sqrt3 \ "cm"$
2. $24 \ "cm"$
3. $8sqrt2 \ "cm"$
4. $16 \ "cm"$
A circular pathway is created with a diameter of 20 feet. If the pathway makes an arc of $210deg$ how long is the pathway?
1. $210 \ "ft"$
2. $(7pi)/6$
3. $(35pi)/3 \ "ft"$
4. $35 \ "ft"$
If the base graph of $y=cosx$ was stretched to an amplitude of 4 and a period of $3pi$, the new function would be:
1. $y=1/4 cos 3x$
2. $y=4+cos (3/2 x)$
3. $y=cos (3x-4)$
4. $y=4cos(2/3 x)$
5. none of these are correct
Which of the following is not equivalent to $cos(pi/5)$?
1. $cos((-pi)/5)$
2. $cos((9pi)/5)$
3. $cos((4pi)/5)$
4. $cos((11pi)/5)$
1. $(9pi)/2$
2. $(3pi)/8$
3. $(12)/(5pi)$
4. $(7pi)/6$
5. none of these are correct
The period for the function $y=-4+2cot(1/3 x-pi)$ is equal to:
1. $pi$
2. $3pi$
3. $(9pi)/2$
4. $pi/3$
5. none of these are correct
On the graph $y=sec (x-pi/4), x in [-pi,pi]$, the vertical asymptotes are located at $x=$
1. $pi and 2pi$
2. $-pi/2 and pi/2$
3. $-pi/4 and (3pi)/4$
4. $-(3pi)/2 and -pi/4$
5. none of these are correct
Using SOH CAH TOA, what does CAH stand for?
1. cosine=opposite/hypotenuse
Which expression is equivalent to $(sin2theta)/(1-cos2theta)$ ?
1. $sin theta$
2. $cot theta$
3. $csc theta$
4. $cos theta$
What reference angle would be used to calculate the trig function values for $120deg$?
1. $0deg$
2. $30deg$
3. $45deg$
4. $60deg$
5. $90deg$