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Pre-CALC Problems!! Need Help Easy, QUIZ MONDAY!!?
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<blockquote data-quote="Aamir" data-source="post: 2049388" data-attributes="member: 536598"><p>1. cos t = 3/4</p><p>Squaring both sides,</p><p>cos square t = 9/16</p><p>=> 1 - sin square t = 9/16</p><p>sin square t = 1 - 9/16</p><p>or sin square t = 7/16</p><p>sin t = (sqrt 7)/4</p><p>cot t = cos t/sin t</p><p>=(3/4)/(sqrt 7)/4</p><p>= 3/(sqrt 7)</p><p>2. cos (pie/3) = base/hyp</p><p>=> 0.5 = 12/hyp</p><p>=> hyp = 12/0.5 = 24 feet</p><p>3. Taking Left Hand Side,</p><p>cosec t cos t = 1/sin t * cos t</p><p>= cos t /sin t</p><p>= cot t</p><p>=Right Hand Side</p><p>Hence Proved</p><p>sin t/cos t + cos t/sin t</p><p>Taking Left Hand Side</p><p>= (sin square t + cos square t)/sin t*cos t {Taking LCM}</p><p>We know sin square t + cos square t = 1, therefore</p><p>sin t/cos t + cos t/sin t = 1/sin t*cos t</p><p>=Right Hand Side</p><p>Hence Proved</p></blockquote><p></p>
[QUOTE="Aamir, post: 2049388, member: 536598"] 1. cos t = 3/4 Squaring both sides, cos square t = 9/16 => 1 - sin square t = 9/16 sin square t = 1 - 9/16 or sin square t = 7/16 sin t = (sqrt 7)/4 cot t = cos t/sin t =(3/4)/(sqrt 7)/4 = 3/(sqrt 7) 2. cos (pie/3) = base/hyp => 0.5 = 12/hyp => hyp = 12/0.5 = 24 feet 3. Taking Left Hand Side, cosec t cos t = 1/sin t * cos t = cos t /sin t = cot t =Right Hand Side Hence Proved sin t/cos t + cos t/sin t Taking Left Hand Side = (sin square t + cos square t)/sin t*cos t {Taking LCM} We know sin square t + cos square t = 1, therefore sin t/cos t + cos t/sin t = 1/sin t*cos t =Right Hand Side Hence Proved [/QUOTE]
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