Aship’ssonarradiotrackingsystemdetectedamysteriousobjectontheoceanfloor.The object is straight ahead of the ship and at a 30° angle beneath the ocean’s surface. The distance from the ship to the object is 0.577 mile. The ship moves 0.5 mile toward the object. The object is now directly beneath the ship. How deep is the water? Use your calculator to find the tangent of 30°. Thxs 7. A ship's sonar radio tracking system detected a mysterious object on the ocean floor. Theobject is straight ahead of the ship and at a 30° angle beneath the ocean's surface. Thedistance from the ship to the object is 0.577 mile. The ship moves 0.5 mile toward the object.The object is now directly beneath the ship. How deep is the water? Use your calculator to findthe tangent of 30°.3005 mile0.577 mile

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Description: Aship’ssonarradiotrackingsystemdetectedamysteriousobjectontheoceanfloor.The object is straight ahead of the ship and at a 30° angle beneath the ocean’s surface. The distance from the ship to the object is 0.577 mile. The ship moves 0.5 mile toward th

First find the third side of right triangle using Pythagoras Theorem than using trigonometric ratio…

Answered: : A ship's sonar radio tracking system…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.1: Angles

Problem 38E

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Aship’ssonarradiotrackingsystemdetectedamysteriousobjectontheoceanfloor.The object is straight ahead of the ship and at a 30° angle beneath the ocean’s surface. The distance from the ship to the object is 0.577 mile. The ship moves 0.5 mile toward the object. The object is now directly beneath the ship. How deep is the water? Use your calculator to find the tangent of 30°. Thxs

7. A ship's sonar radio tracking system detected a mysterious object on the ocean floor. The
object is straight ahead of the ship and at a 30° angle beneath the ocean's surface. The
distance from the ship to the object is 0.577 mile. The ship moves 0.5 mile toward the object.
The object is now directly beneath the ship. How deep is the water? Use your calculator to find
the tangent of 30°.
30
05 mile
0.577 mile

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