This bingo card has a free space and 24 words: In triangle ABC, AC=124 and ∠C=10°. What is the length of AB? __, In triangle ABC, side BC=9, and ∠B=23°, what is the length of AC? __, In triangle ABC, AC=6.5 and ∠C=25°. What is the length of AB? __, In triangle ABC, AB=13.9 and ∠B=29°. What is the length of AC? __, In triangle ABC, side AB=15 and ∠C=38° What is the length of AC? __, In triangle ABC, angle A = 61°, angle B = 47°, AC = 7.2 cm. Find BC. __, If tanA=0.268, then what is the measure of angle A? __, In triangle ABC, AB=45, ∠C=22°, and ∠B=8°, what is the length of AC? __, 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? __, In triangle ABC, side BC=9, and ∠B=23°, what is the length of AB? __, In triangle ABC, side AB=15 and ∠C=38°, what is the length of BC? __, In triangle ABC, side AC=17 and ∠C=12°, what is the length of BC? __, 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, 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, In triangle ABC, AB=27, ∠C=19°, and AC=4, what is m∠B? __, 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? ___, 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? ___, 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? __, cos 45° =, tan 50°=, 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? ___, Cos 22°=, 3 sin 𝑥 = 2 x=__ and Sin 67°=.
Geometry Unit 6 Review | Mod 6 Review | Trigonometry Vocabulary | GEOMETRY BINGO (PROOFS AND THEOREMS) | Unit 3 Vocabulary
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