If cos x = cos60° cos30° + sin 60° sin30° , then find the value of x
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Answered by
175
cos 60 is 1/2
cos30 is √3/2
sin60 is √3/2
sin30 is 1/2
so cos60 × cos 30 + sin60 × sin30 = 2×(√3/4)= √3/2
cosx = √3/2
therefore x = 60
cos30 is √3/2
sin60 is √3/2
sin30 is 1/2
so cos60 × cos 30 + sin60 × sin30 = 2×(√3/4)= √3/2
cosx = √3/2
therefore x = 60
Answered by
47
Answer:
Step-by-step explanation:
cos 60 is 1/2
cos30 is √3/2
sin60 is √3/2
sin30 is 1/2
so cos60 × cos 30 + sin60 × sin30 = 2×(√3/4)= √3/2
cosx = √3/2
therefore x = 60
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