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If `sin^2theta_1+sin^2theta_2+...+sin^2theta_n=0`, then find the minimum value of `costheta_1+costheta_2+...+costheta_n`. |
Answer» Correct Answer - `-n` `sin^2theta_1+sin^2theta_2+...+sin^2theta_n=0` `rArr sintheta_1=sintheta_2=...sintheta_n=0` `rArr costheta_1,costheta_2...,costheta_n=pm1` Therefore, the minimum value of `costheta_1+costheta_2+…+costheta_n` `=(-1)+(-1)+(-1)+…n" times "=-n` |
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