A satellite views the earth at an angle of 20°. what is the arc measure, x, that the satellite can see? 40° 80° 160° 320°
A Satellite Views The Earth At An Angle Of 20°. What Is The Arc Measure, X, That The Satellite Can See? 40° 80° 160° 320°
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A Satellite Views The Earth At An Angle Of 20°. What Is The Arc Measure, X, That The Satellite Can See? 40° 80° 160° 320°. This angle is twice the angle of view because the satellite. This relationship is based on the principle that the external angle is half the.
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Identify that the angle at which the satellite views the earth is the angle subtended at the satellite by the arc of the earth it can see. What is the arc measure, x, that the satellite can see? Answer:the answer would be 160 degrees.
This Relationship Is Based On The Principle That The External Angle Is Half The.
A satellite views the earth at an angle of 20°. A satellite views the earth at an angle of 20°. Identify that the angle at which the satellite views the earth is the angle subtended at the satellite by the arc of the earth it can see.
Identify That The Angle At Which The Satellite Views The Earth Is The Angle Subtended At The Satellite By The Arc Of The Earth It Can See.
One tangent intersects the circle at a point labeled earth. The angle formed is 20 degrees and the measure of the first arc formed is x. We have to find the arc measure, x, that the satellite can see.
Answer:the Answer Would Be 160 Degrees.
Therefore, we calculate \( x = 2 \times 20^{\circ} = 40^{\circ} \). The satellite can view an arc measure of 40° when it observes the earth at an angle of 20°. The arc measure that the satellite can see is twice the angle of view from the satellite to the center of the earth.
A Satellite Views The Earth At An Angle Of 20°.
What is the arc measure, x, that the satellite can see? This angle is twice the angle of view because the satellite. This angle is twice the angle of view because the satellite.