What Is The Approximate Value Of X? Round To The Nearest Tenth. 3.1 Cm 3.9 Cm 4.6 Cm 5.4 Cm

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What Is The Approximate Value Of X? Round To The Nearest Tenth. 3.1 Cm 3.9 Cm 4.6 Cm 5.4 Cm. \[ x = \frac{6}{\sin(50°)} \] calculate \(\sin(50°)\): Study with quizlet and memorize flashcards containing terms like what is the approximate value of x?

What is the approximate value of x? Round to the nearest ten Quizlet
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Find out the approximate value of x in a trigonometry problem with four given values. Round to the nearest tenth., what is the length of ac? Round to the nearest tenth., what is the.

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Find out the approximate value of x in a trigonometry problem with four given values. What is the approximate value of x in the diagram below, to the nearest tenth? Round to the nearest tenth., what is the length of ac?

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What is the approximate value of x ? Round to the nearest tenth., what is the. See the expert verified solution and explanation on gauthmath, a math study resource website.

Rearrange The Equation To Solve For X:


Similarly, a value of 3.4 cm would round to 3.4 cm,. \[ \sin(50°) \approx 0.766 \] substitute the value of \(\sin(50°)\) into the equation: \[ x = \frac{6}{\sin(50°)} \] calculate \(\sin(50°)\):

For Illustrative Purposes, If You Calculated A Value Of X That Is 4.59 Cm, Rounding To The Nearest Tenth Would Result In 4.6 Cm.


Find the approximate value of x in a right triangle with angle 50° and side length 4.6 cm using the sine function. Answer to what is the approximate value of x ? Round to the nearest tenth.

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The diagram is a right triangle with the base = 10, the hypotenuse is x, and the angle opposite of the right angle.

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