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📰 Find the value of \(x\) such that the vectors \(\begin{pmatrix} \sin x \\ \cos x \end{pmatrix}\) and \(\begin{pmatrix} \cos x \\ -\sin x \end{pmatrix}\) are orthogonal. 📰 Two vectors are orthogonal if their dot product is zero. Let’s compute the dot product: 📰 \begin{pmatrix} \sin x \\ \cos x \end{pmatrix} \cdot \begin{pmatrix} \cos x \\ -\sin x \end{pmatrix} = \sin x \cos x + \cos x (-\sin x) = \sin x \cos x - \sin x \cos x = 0 📰 5Your Revolution Starts Here Discover The Must Have Wic Program App For Seamless Support 6810455 📰 Poverty Limit Usa Exposed Why Millions Still Fall Below The Threshold 1178805 📰 How To Draw Pikachu 4761663 📰 Why Every Parent Is Investing In 529 Education Savings Plans Nowyou Dont Want To Miss This 8423222 📰 Why Every Student Should Take Power Bi University Exclusive Online Access Inside 1439201 📰 Unlock Hidden Profits Why Stock Thyssenkrupp Is A Must Have For Smart Investors 5349614 📰 You Wont Believe What Happened In Bondres The Facts Are Unmissable 9307146 📰 Stop Wasting Time Master These Trap Workouts Forever 1404778 📰 Find Your Perfect Group Names Fast The Most Clickable Memorable Ideas Ever 5452051 📰 Vin Diesels 200 Million Wealth The Secrets Behind His Lightning Big Net Worth 4703033 📰 Ben Shapiro Twitter 5492438 📰 Por Fin Revelamos Cmo Realmente Late El Tiempo En Santa Rosauna Experiencia Inolvidable 9416402 📰 Wells Fargo Klamath Falls Oregon 7987507 📰 Wells Fargo Bank Owned Homes 3386151 📰 Best Dishwasher Brands 2166902