The learner will solve for side and angles in oblique triangles using the law of sines and the law of cosines.
If angle A is 25°, side a is 50 inches, and side b is 100 inches, what is the measure of angle B? Round to the nearest whole number.
If angle A is 25°, side a is 50 inches, and side b is 100 inches, what is the measure of angle B? Round to the nearest whole number.
58°
Application of the law of sines
If angle A is 25°, side a is 50 inches, and side b is 100 inches, what is the measure of angle B? Round to the nearest whole number.
58°
Application of the law of sines
If angle B is 60° and angle A is 25°, find the measure of angle C.
95°
If angle B is 60° and angle A is 25°, find the measure of angle C.
95°
If angle C is 30°, side c is 30 centimeters, and angle B is 120°, find side a. Round to the nearest tenth.
If angle C is 30°, side c is 30 centimeters, and angle B is 120°, find side a. Round to the nearest tenth.
30 cm
Triangle property and law of sines
If angle C is 30°, side c is 30 centimeters, and angle B is 120°, find side a. Round to the nearest tenth.
30 cm
Triangle property and law of sines
If side a is 20 feet, side b is 60 feet, and side c is 50 feet, find angle B. What formula would you use?
If side a is 20 feet, side b is 60 feet, and side c is 50 feet, find angle B. What formula would you use?
Law of cosines, finding an angle
If side a is 20 feet, side b is 60 feet, and side c is 50 feet, find angle B. What formula would you use?
Law of cosines, finding an angle
If side b is 120 feet, side a is 55 feet, and angle C is 27°, what formula would you use to find side c?
If side b is 120 feet, side a is 55 feet, and angle C is 27°, what formula would you use to find side c?
Law of cosines, finding a side
If side b is 120 feet, side a is 55 feet, and angle C is 27°, what formula would you use to find side c?
Law of cosines, finding a side
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