# Eleventh Grade (Grade 11) Trigonometry Questions

Create printable tests and worksheets from Grade 11 Trigonometry questions. Select questions to add to a test using the checkbox above each question. Remember to click the add selected questions to a test button before moving to another page.

Show Trigonometry questions in All Grades.
1 2 3
 Grade 11 :: Trigonometry by LBeth
 Convert the radian measures to degree measures. a) $pi=$b) $pi/3=$c) $(7pi)/4=$d) $2pi=$e) $(2pi)/3=$ a) $180deg$b) $60deg$c) $315deg$d) $360deg$e) $120deg$
 Grade 11 :: Trigonometry by LBeth
 Convert the degree measures to radian measures. a) $45deg =$b) $-60deg=$c) $450deg =$d) $180deg=$e) $-800deg=$ a) $pi/4$ radiansb) $-pi/3$radiansc) $(5pi)/2$ radiansd) $pi$ radianse) $-(40pi)/9$ radians
 Grade 11 :: Trigonometry by LBeth
 Use a calculator to solve for each angle. Round to the nearest degree.a) $sin theta = 0.9063$$theta =$b) $tan theta = 0.9325$$theta =$c) $tan theta = 0.3443$$theta =$d) $cos theta = 0.9925$$theta =$e) $cos theta = 0.8660$$theta =$ a) $65deg$b) $43deg$c) $19deg$d) $7deg$e) $30deg$
 Grade 11 :: Trigonometry by LBeth
 $tan 38.7deg =$ 0.80
 Grade 11 :: Trigonometry by LBeth
 $tan 26deg =$ 0.49
 Grade 11 :: Trigonometry by LBeth
 For triangle ABC, AB = 5, BC = 13, and AC = 12.Find the values for the listed trigonometric functions for the above triangle. Round answers to four decimal places. $sin B =$$cos B =$$tan B =$$sin C =$$cos C =$$tan C =$ $sin B = 0.9231$$cos B = 0.3846$$tan B = 2.4000$$sin C = 0.3846$$cos C = 0.9231$$tan C = 0.4167$
 Grade 11 :: Trigonometry by LBeth
 $tan 6deg =$ 0.11
 Grade 11 :: Trigonometry by LBeth
 Given side a is opposite $angA$, side b is opposite $angB$, and side c is opposite $angC$, use the law of sines to solve triangle ABC when $angA = 86deg$, $angB = 15deg$, and $b = 5$. Round answers to one decimal place. $angC=79deg$a = 19.3c = 19.0
 Grade 11 :: Trigonometry by LBeth
 Given side a is opposite $angA$, side b is opposite $angB$, and side c is opposite $angC$, use the law of sines to solve triangle ABC when $angA = 50deg$, $angC = 45deg$, and $a = 10$. Round answers to one decimal place. $angB = 85deg$b = 13.0c = 9.2
 Grade 11 :: Trigonometry by LBeth
 Given side a is opposite $angA$, side b is opposite $angB$, and side c is opposite $angC$, if $angA=63deg$, $angB=59deg$, and b = 15, use the law of sines to write an equation you use to solve for b. $(sin63deg)/a = (sin59deg)/15$
 Grade 11 :: Trigonometry by LBeth
 State the law of sines for triangle ABC with sides a, b, and c. $sinA/a = sinB/b=sinC/c$
 Grade 11 :: Trigonometry by LBeth
 $tan theta = 0.3443$$theta =$ $19deg$
 Grade 11 :: Trigonometry by LBeth
 $tan 60deg =$ 1.73
 Grade 11 :: Trigonometry by LBeth
 $tan 30deg =$ 0.58
 Grade 11 :: Trigonometry by LBeth
 Given side a is opposite $angA$, side b is opposite $angB$, and side c is opposite $angC$, if $angA=20deg$, $angB = 80deg$, and b = 8, use the law of sines to write an equation you can use to solve for a. $(sin80deg)/8= (sin20deg)/a$
 Grade 11 :: Trigonometry by jjstanley
 Find the value of angle AAB=67AC=54BC=32 28
 Grade 11 :: Trigonometry by LBeth
 $(2pi)/3=$ $120deg$
 Grade 11 :: Trigonometry by LBeth
 $cos 86.3deg =$ 0.06
 Grade 11 :: Trigonometry by LBeth
 $sin 10.5deg =$ 0.18
 Grade 11 :: Trigonometry by LBeth
 $cos theta = 0.8660$$theta =$ $30deg$
1 2 3
You need to have at least 5 reputation to vote a question down. Learn How To Earn Badges.