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  • Jordan is practicing basketball with his friend Kendrick. He wants to walk from one corner of the basketball court to the opposite corner. He wants to know the exact distance he walked.
  • N
  • The height of the basket ball court is 85 meters. The angle of the triangle is 64 degrees. Since we don't know the distance, we're going to mark that with X. Now, we're going to figure out the trigonometric ratio. Since x is the longest side, it is the hypotenuse. The height, 85 meters, is going to be the opposite. Therefore, the trigonometric ratio is Sin (SOH). Sin(64°)* 85/x85/sin(64°) = 94.57 m
  • 64°
  • X
  • 85m
  • After the practice, he has to leave the city at a bearing of N 35 E and travels in a straight line for 400 miles . He questions, how many miles north and how many miles east has the car traveled from the city.
  • W
  • 55°
  • 400 miles
  • x
  • y
  • S
  • 35°
  • 55°
  • We minus 90° from 35° because it is a right angle to find 55°. After that, we form a triangle. Since Jordan wants to find out how Far East he travels, we put x. This is the same for North, but instead we put y. To find y, we use the sin ratio (SOH). Sin(55°)= y/400 sin(55°)*400=327.66 kmWhen finding y, we use the cosine ratio (CAH).Cos(55) x/400cos(55)*400 = 229.43 km
  • N
  • E
  • Jordan returns home and plays basketball with his younger brother. Somehow, the ball lands on the roof. Jordan grabs a ladder, and wants to safely obtain the ball without falling off the ladder.
  • 25 m
  • θ
  • 18m
  • The 25 meter ladder is leaning against a wall that reaches a point that is 18 meters above ground. Jordan wants to find the nearest degree that measures the angle that the ladder makes with the ground. Opposite to theta is 18 meters, and the longest side is 25 meters, making it the hypotenuse. We use the Sin trigonometric rule, and apply the inverse function. Sin-1(18/25)= 46.05 degrees
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