The depth of a fishing lure being pulled through the water can be determined by the angle of depression where the lune enters the water and the length of the line that is let out from the surface of the water. Mr. Vaerst let out 80 feet of line forming a 30 degree angle of depression with the surface of the water. Determine the depth of the lure. Round to the nearest tenth of a foot! The depth of a fishing lure being pulled through the water can be determined by the angleof depression where the line enters the water and the length of line that is let out from thesurface of the water.Mr. Vaerst let out 80 feet of line forming a 30° angle of depression with the surface of thewater. Determine the depth of his lure to the nearest tenth of a foot.

Sine of any angle x is given by: sin(x)=opposite sideHypotenuse

Answered: The depth of a fishing lure being…

Trigonometry (MindTap Course List)

8th Edition

ISBN:9781305652224

Author:Charles P. McKeague, Mark D. Turner

Publisher:Charles P. McKeague, Mark D. Turner

Chapter6: Equations

Section6.1: Solving Trigonometric Equations

Problem 94PS

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The depth of a fishing lure being pulled through the water can be determined by the angle of depression where the lune enters the water and the length of the line that is let out from the surface of the water.

Mr. Vaerst let out 80 feet of line forming a 30 degree angle of depression with the surface of the water. Determine the depth of the lure. Round to the nearest tenth of a foot!

The depth of a fishing lure being pulled through the water can be determined by the angle
of depression where the line enters the water and the length of line that is let out from the
surface of the water.
Mr. Vaerst let out 80 feet of line forming a 30° angle of depression with the surface of the
water. Determine the depth of his lure to the nearest tenth of a foot.

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