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Which phrase best translates the mathematical expression: -(x + y)
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-x-y
you must remember that : \[\large{a(b+c) =ab+ac}\] or you can insert plus minus there: \[\large{a(b\pm c)=ab\pm ac}\]
also : \[\large{-(x+y) = -1(x+y) = -1(x)-1(y) = -1x-1y =- x-y}\]
got it @km2012 ?
@km2012
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\[\huge{\color{blue}{\mathbb{Welcome}} \space \color{green}{\mathsf{To}} \space \color{grey}{\frak{O}}\color{orange}{\mathbb{P}}\color{violet}{\mathsf{E}}\color{violetred}{\cal{N}}\color{magenta}{\mathbb{S}}\color{blue}{\frak{T}}\color{yellow}{\textbf{U}}\color{red}{\mathsf{D}}\color{black}{\mathbb{Y}}}\]
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