find the value of cos(1°+2°+3°+....9°)
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Answered by
1
first find
sum of (1+2+3+....+9)=9 (9+1)/2=45 degree
here we use sum of n natural number
=n (n+1)/2
now
cos (1+2+3....+9)=cos45=1/root2
sum of (1+2+3+....+9)=9 (9+1)/2=45 degree
here we use sum of n natural number
=n (n+1)/2
now
cos (1+2+3....+9)=cos45=1/root2
Answered by
1
sum of (1+2+3+....+9)=9 (9+1)/2=45 degree
sum of n natural number
=n (n+1)/2
cos (1+2+3....+9)=cos45=1/root2
sum of n natural number
=n (n+1)/2
cos (1+2+3....+9)=cos45=1/root2
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