Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $JKL$. What is $\cos K$?

Use right triangle $RST$. What is $\sin S$?

Use right triangle $RST$. What is $\csc R$?

Use right triangle $PQR$. What is $\cos P$?

From a point $52$ m above sea level at the top of a lighthouse, the angle of depression to a boat is 48 degrees. Which value is closest to the horizontal distance from the base to a boat?

Use right triangle $PQR$. Which value is closest to the measure of angle $P$?

Use right triangle $UVW$. Which value is closest to the measure of angle $U$?

From a point $38$ m above sea level at the top of a lighthouse, the angle of depression to a boat is 11 degrees. Which value is closest to the horizontal distance from the base to a boat?

From a point on the ground $76$ m from the base of a radio mast, the angle of elevation to the top of the mast is 64 degrees. Which value is closest to the height of the mast?

Use right triangle $KLM$. What is $\sec K$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

For an acute angle $\theta$ in a right triangle, $\tan \theta =\frac{5}{12}$. What is $\cos \theta$?

Use right triangle $JKL$. What is $\sin K$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $PQR$. Which value is closest to the measure of angle $P$?

From a point on the ground $120$ m from the base of a radio mast, the angle of elevation to the top of the mast is 22 degrees. Which value is closest to the height of the mast?

A surveyor knows one acute angle $\theta$ of a right triangle and the leg $b$ that touches it, and wants the length $x$ of the hypotenuse. Which equation gives $x$ in a single step?

Use right triangle $ABC$. Which value is closest to the measure of angle $A$?

From a point $76$ ft above sea level at the observation deck of a tower, the angle of depression to a fountain is 53 degrees. Which value is closest to the horizontal distance from the base to a fountain?

Use right triangle $ABC$. Which value is closest to the measure of angle $A$?

From a point $95$ m above sea level at the top of a cliff, the angle of depression to a kayak is 21 degrees. Which value is closest to the horizontal distance from the base to a kayak?

For an acute angle $\theta$ in a right triangle, $\tan \theta =\frac{3}{4}$. What is $\sin \theta$?

A surveyor knows one acute angle $\theta$ of a right triangle and the hypotenuse $h$, and wants the length $x$ of the leg opposite the known angle. Which equation gives $x$ in a single step?

Use right triangle $RST$. What is $\cos S$?

From a point $52$ m above sea level at the top of a lighthouse, the angle of depression to a boat is 47 degrees. Which value is closest to the horizontal distance from the base to a boat?

For an acute angle $\theta$ in a right triangle, $\sin \theta =\frac{8}{17}$. What is $\cos \theta$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

For an acute angle $\theta$ in a right triangle, $\cos \theta =\frac{15}{17}$. What is $\sin \theta$?

Use right triangle $PQR$. What is $\sin Q$?

Use right triangle $RST$. What is $\cos R$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

From a point $76$ m above sea level at a control tower window, the angle of depression to a parked aircraft is 41 degrees. Which value is closest to the horizontal distance from the base to a parked aircraft?

Use right triangle $PQR$. What is $\sec P$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $JKL$. What is $\cos J$?

Use right triangle $DEF$. Which value is closest to the measure of angle $D$?

Use right triangle $JKL$. What is $\csc J$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $DEF$. What is $\sec D$?

A surveyor knows one acute angle $\theta$ of a right triangle and the hypotenuse $h$, and wants the length $x$ of the leg that touches the known angle. Which equation gives $x$ in a single step?

For an acute angle $\theta$ in a right triangle, $\cos \theta =\frac{24}{25}$. What is $\sin \theta$?

Use right triangle $DEF$. What is $\csc D$?

Use right triangle $ABC$. Which value is closest to the length of $BC$?

Use right triangle $DEF$. Which value is closest to the measure of angle $D$?

Use right triangle $PQR$. What is $\csc P$?

From a point $76$ m above sea level at the top of a lighthouse, the angle of depression to a boat is 16 degrees. Which value is closest to the horizontal distance from the base to a boat?

Use right triangle $XYZ$. What is $\sec Y$?