In a 30-60-90 triangle,the length of thehypotenuse is ____multiplied by theshorter leg.A. 2B. the square root of 2C. the naturallogarithm of 2Sin67°= In triangle ABC,side AC=17 and∠C=12°, what isthe length ofBC?__In triangle ABC,side AB=15 and∠C=38° What isthe length ofAC?__tan50°= A tree that is 9.5 mtall casts a shadowthat is 3.8 m long.What is the angle ofelevation of the Sun,to the nearestdegree?__From a distance of300 m, Susan looksup at the top of alighthouse. The angleof elevation is 5°.How tall is thelighthouse?___The length of a tree’sshadow is 20 feetwhen the angle ofelevation to the Sunis 40°. How tall is thetree, to the nearesthundredths?___In triangle ABC,AB=27,∠C=19°, andAC=4, what ism∠B?__cos45° = In a 45-45-90 triangle,the hypotenuse is theleg multiplied byA.2B. the square root of 2C.the natural logarithmof 2In triangle ABC,AC=6.5 and∠C=25°. Whatis the length ofAB?__In triangle ABC,angle A = 61°,angle B = 47°,AC = 7.2 cm.Find BC.__In triangle ABC,side AB=15 and∠C=38°, what isthe length ofBC?__A football field is50x20m. If Sam runsfrom one corner ofthe field,diagonally across tothe other corner, howfar did he run?___In triangle ABC,AB=13.9 and∠B=29°. Whatis the length ofAC?__3 sin 𝑥 =2 x=__In triangle ABC,AB=45, ∠C=22°,and ∠B=8°, whatis the length ofAC?__ In triangle ABC,AC=124 and∠C=10°. Whatis the length ofAB?__ Cos 22°=  In triangle ABC,side BC=9, and∠B=23°, what isthe length ofAB?__If tanA=0.268,then what isthe measureof angle A?__Jayden leans a 16-foot ladder against awall so that it formsan angle of 72°withthe ground. How highup the wall does theladder reach?__In triangle ABC,side BC=9, and∠B=23°, what isthe length ofAC?__In a 30-60-90 triangle,the length of thehypotenuse is ____multiplied by theshorter leg.A. 2B. the square root of 2C. the naturallogarithm of 2Sin67°= In triangle ABC,side AC=17 and∠C=12°, what isthe length ofBC?__In triangle ABC,side AB=15 and∠C=38° What isthe length ofAC?__tan50°= A tree that is 9.5 mtall casts a shadowthat is 3.8 m long.What is the angle ofelevation of the Sun,to the nearestdegree?__From a distance of300 m, Susan looksup at the top of alighthouse. The angleof elevation is 5°.How tall is thelighthouse?___The length of a tree’sshadow is 20 feetwhen the angle ofelevation to the Sunis 40°. How tall is thetree, to the nearesthundredths?___In triangle ABC,AB=27,∠C=19°, andAC=4, what ism∠B?__cos45° = In a 45-45-90 triangle,the hypotenuse is theleg multiplied byA.2B. the square root of 2C.the natural logarithmof 2In triangle ABC,AC=6.5 and∠C=25°. Whatis the length ofAB?__In triangle ABC,angle A = 61°,angle B = 47°,AC = 7.2 cm.Find BC.__In triangle ABC,side AB=15 and∠C=38°, what isthe length ofBC?__A football field is50x20m. If Sam runsfrom one corner ofthe field,diagonally across tothe other corner, howfar did he run?___In triangle ABC,AB=13.9 and∠B=29°. Whatis the length ofAC?__3 sin 𝑥 =2 x=__In triangle ABC,AB=45, ∠C=22°,and ∠B=8°, whatis the length ofAC?__ In triangle ABC,AC=124 and∠C=10°. Whatis the length ofAB?__ Cos 22°=  In triangle ABC,side BC=9, and∠B=23°, what isthe length ofAB?__If tanA=0.268,then what isthe measureof angle A?__Jayden leans a 16-foot ladder against awall so that it formsan angle of 72°withthe ground. How highup the wall does theladder reach?__In triangle ABC,side BC=9, and∠B=23°, what isthe length ofAC?__

TRIGINOMETRY! - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. In a 30-60-90 triangle, the length of the hypotenuse is ____ multiplied by the shorter leg. A. 2 B. the square root of 2 C. the natural logarithm of 2
  2. Sin 67°=
  3. In triangle ABC, side AC=17 and ∠C=12°, what is the length of BC? __
  4. In triangle ABC, side AB=15 and ∠C=38° What is the length of AC? __
  5. tan 50°=
  6. A tree that is 9.5 m tall casts a shadow that is 3.8 m long. What is the angle of elevation of the Sun, to the nearest degree? __
  7. From a distance of 300 m, Susan looks up at the top of a lighthouse. The angle of elevation is 5°. How tall is the lighthouse? ___
  8. The length of a tree’s shadow is 20 feet when the angle of elevation to the Sun is 40°. How tall is the tree, to the nearest hundredths? ___
  9. In triangle ABC, AB=27, ∠C=19°, and AC=4, what is m∠B? __
  10. cos 45° =
  11. In a 45-45-90 triangle, the hypotenuse is the leg multiplied by A.2 B. the square root of 2 C.the natural logarithm of 2
  12. In triangle ABC, AC=6.5 and ∠C=25°. What is the length of AB? __
  13. In triangle ABC, angle A = 61°, angle B = 47°, AC = 7.2 cm. Find BC. __
  14. In triangle ABC, side AB=15 and ∠C=38°, what is the length of BC? __
  15. A football field is 50x20m. If Sam runs from one corner of the field, diagonally across to the other corner, how far did he run? ___
  16. In triangle ABC, AB=13.9 and ∠B=29°. What is the length of AC? __
  17. 3 sin 𝑥 = 2 x=__
  18. In triangle ABC, AB=45, ∠C=22°, and ∠B=8°, what is the length of AC? __
  19. In triangle ABC, AC=124 and ∠C=10°. What is the length of AB? __
  20. Cos 22°=
  21. In triangle ABC, side BC=9, and ∠B=23°, what is the length of AB? __
  22. If tanA=0.268, then what is the measure of angle A? __
  23. Jayden leans a 16-foot ladder against a wall so that it forms an angle of 72°with the ground. How high up the wall does the ladder reach? __
  24. In triangle ABC, side BC=9, and ∠B=23°, what is the length of AC? __