show that cosA=cos3A/2cos2A-1 hence find the value of cos15
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given: cosA = cos3A/2cos2A -1
so that cos15= cos3(15)/2cos2(15)-1
cos15= cos45/2cos30-1
cos 15= 1/√2/2*√3/2-1
cos15 =1/√6-√3
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