Matemática, perguntado por janinamaurina, 1 ano atrás

AJUDEM AMIGOS PRECISO MUITO

Anexos:

Soluções para a tarefa

Respondido por ScreenBlack
0
a)\ x^2-49=0\\\\ x^2=49\\\\ x=\pm\sqrt{49}\\\\ x=\pm7\\\\ x=+7\ \ \ e\ \ \ x=-7\\\\\\ b)\ 2x^2=50\\\\ x^2=\frac{50}{2}\\\\ x^2=25\\\\ x=\pm\sqrt{25}\\\\ x=\pm5\\\\ x=+5\ \ \ e\ \ \ x=-5


c)\ x^2-1=0\\\\
x^2=1\\\\
x=\pm\sqrt{1}\\\\
x=\pm1\\\\
x=+1\ \ \ e\ \ \ x=-1\\\\\\
d)\ 8x^2-8=0\\\\
8x^2=8\\\\
x^2=\frac{8}{8}\\\\
x^2=1\\\\
x=\pm\sqrt{1}\\\\
x=\pm1\\\\
x=+1\ \ \ e\ \ \ x=-1


e)\ 4x^2-20=0\\\\
4x^2=20\\\\
x^2=\frac{20}{4}\\\\
x^2=5\\\\
x=\pm\sqrt{5}\\\\
x=+\sqrt{5}\ \ \ e\ \ \ x=-\sqrt{5}


f)\ -25+x^2=0\\\\
x^2=25\\\\
x=\pm\sqrt{25}\\\\
x=\pm5\\\\
x=+5\ \ \ e\ \ \ x=-5\\\\\\
g)\ 7x^2+2=30\\\\
7x^2=30-2\\\\
7x^2=28\\\\
x^2=\frac{28}{7}\\\\
x^2=4\\\\
x=\pm\sqrt{4}\\\\
x=\pm2\\\\
x=+2\ \ \ e\ \ \ x=-2


h)\ x^2+16=0\\\\
x^2=-16\\\\
x=\pm\sqrt{-16}\\\\
x=\pm4\sqrt{-1}\ (n\~ao\ tem\ solu\c{c}\~ao\ no\ campo\ dos\ n\'umeros\ reais)\\\\
x=+4\sqrt{-1}\ \ \ e\ \ \ x=-4\sqrt{-1}


Bons estudos!
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