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( 98.7676 - 9898.76 ) : .....
= ( 98.76.101 - 98.101.76 ): ....
= 0 : ... = 0
sua lai
A) \(\left(44.52.60\right):\left(11.13.15\right)\)
\(=\left(4.11.4.13.4.15\right):\left(11.13.15\right)\)
\(=4^3\left(11.13.15\right):\left(11.13.15\right)\)
\(=64\)
B) \(123.456456-456.123123\)
\(=123.456.1001-456.123.1001\)
\(=56088.1001-56088.1001\)
\(=1001.\left(56088-56088\right)\)
\(=1001.0\)
\(=0\)
C) \(\left(98.7676-9898.76\right):\left(2001.2002....2020\right)\)
\(=\left(98.76.101-98.101.76\right):\left(2001.2002....2020\right)\)
\(=0:\left(2001.2002....2020\right)\)
\(=0\)
( 98.7676-9898.76):(2001.2002.2003...2010)
=0:(2001.2002.2003...2010)
=0
( 98, 7676 - 9898,76 ) : ( 2001 x 2002 x 2003 ... 2010 )
= 0 : ( 2001 x 2002 x 2003 .... 2010 )
= 0
( 98 . 7676 - 9898 . 76 ) : ( 2021. 2022 . 2023 ... 2030 )
= ( 98 . 76 . 101 - 98 . 101 . 76 ) : ( 2021 . 2022 . 2023 ... 2030 )
= 0 : ( 2021 . 2022 . 2023... 2030 )
= 0.
(98.7676 - 9898.76):(2001.2002.2003. ... . 2013)
= (98.101.76 - 98.101.76) : (2001.2002.2003. ... . 2013)
= 0 : (2001.2002.2003. ... . 2013)
= 0
a,123.456456-456.123123=123.456.1001-456.123.1001=0
b,(98.7676-9898.76):(2001,2002...2018)=(98.76.101-98.101.76)::(2001,2002...2018)=0:(2001,2002...2018)=0
a) = (4.11.4.13.4.15) : (11.13.15) = (64.11.13.15) : (11.13.15) = 64
b) = 123.456.1001 - 456.123.1001 = 0
c) = (98.76.101 - 98.101.76) : (2001.2002....2010) = 0 : (2001.2002....2010) = 0
Ta có :
\(\frac{98.7676-9898.76}{2001.2002}\)
\(=\frac{98.76.101-98.101.76}{2001.2002}\)
\(=\frac{0}{2001.2002}=0\)
(98.7676 9898.76) :( 2001.2002 )
= \(\frac{98.7676-9898.76}{2001.2002}\)
= \(\frac{\left(98.76.101\right)-\left(98.101.76\right)}{2001.2002}\)
= \(\frac{0}{2001.2002}\)
= \(0\)