SOLUTION: prove that cos 30 cos 30 - 1 = cos 60

Algebra.Com
Question 971659: prove that cos 30 cos 30 - 1 = cos 60
Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
prove that cos 30 cos 30 - 1 = cos 60
---------------
cos(30) = sqrt(3)/2
cos^2(30) = 3/4
3/4 - 1 = -1/4
----
cos(60) = 1/2
They're not equal.

RELATED QUESTIONS

Prove that the given equations are identities: a)cos (30°+x)+ cos (150°-x)=0 b)cos... (answered by jsmallt9)
by using formula cos A = underroot 1+ 2 cos 2A upon 2 find the value of cos 30 it being... (answered by srinivas.g)
by using formula cos A = underroot 1+ 2 cos 2A upon 2 find the value of cos 30 it being... (answered by srinivas.g)
sin10°cot 20°cos 30°tan40°tan50°cosec 60°cot70°sec 80°=1... (answered by ikleyn)
prove that... (answered by srinivas.g)
Show how both sides equal. 2 cos^2 30 degrees-1 = cos 60... (answered by eperette)
sin((x)+60)-cos((x)+30) (answered by Tatiana_Stebko)
prove that : 2 (cos^2)A+ cos A - 1 =... (answered by stanbon,Alan3354)
Show that the values are equal. 1-2 sin^2 30 degrees= cos 60... (answered by eperette)