Explicación paso a paso:
t² entre -t
[tex]\frac{t^{2} }{-t} =\frac{txt}{-(t)}=\frac{t(1)}{-1} =-1t[/tex]
180 x² entre -3x
[tex]\frac{180x(x)}{-(3x)} = \frac{60(x)}{-1}=-60x[/tex]
-5²² % 5²²
[tex]\frac{-(5)^{22}}{100} 5^{22} =\frac{-(5)^{22+22} }{100} = \frac{-(5)^{22+22} }{5^{2}(4)}= \frac{-(5)^{44}(5)^{-2} }{4} =\frac{-(5)^{42} }{4}[/tex]
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Explicación paso a paso:
t² entre -t
[tex]\frac{t^{2} }{-t} =\frac{txt}{-(t)}=\frac{t(1)}{-1} =-1t[/tex]
180 x² entre -3x
[tex]\frac{180x(x)}{-(3x)} = \frac{60(x)}{-1}=-60x[/tex]
-5²² % 5²²
[tex]\frac{-(5)^{22}}{100} 5^{22} =\frac{-(5)^{22+22} }{100} = \frac{-(5)^{22+22} }{5^{2}(4)}= \frac{-(5)^{44}(5)^{-2} }{4} =\frac{-(5)^{42} }{4}[/tex]