From a satellite 500 mi above the earth, it is observed that the angle formed by the vertical and the line of sight to the horizon is 60.276 degrees. Use this information to find the radius of the earth.
in Trigonometry Answers by Level 1 User (820 points)

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"angel from the vertikal" ????????... me assume yu look DOWN tuward senter av erth & then tern 0.276 deg... tu see the horizon... Yu need tu bild a pik in yer mind...erth from side is a big serkel... yu make triangel bi send 2 raes from senter av erth... sae 1 go vertikal up, then yu hav 90deg angel theer=tangent tu erth surfus... other rae from senter av erth gotu yer Ie...500 miles abuv erth & a... long wae from the tangent point. Yu hav rite triangel with 1 angel=60.276 deg... angel at senter av erth=90-60.276 =29.724 deg ... diagonal leng=erth radius+500 mile, kall it R+500 ... base av triangel=erth radius=R... R=(R+500)kosine(29.724 deg) ... r/(r+500)=0.868423901... r=0.868423901(r+500)... r(1-0.868423901)=500*0.868423901... 0.131576099r=434.2119505... r=434.2119505/0.131576099... r=3300 miles
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Thanks a lot muneepenee  ......Wishing u more helps to count on u...

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