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10101x(5/10101-5/20202+5/30303-5/40404)=10101x5/10101-10101x5/10101x2+10101x5/10101x3-10101x5/10101x4
=5-5/2+5/3-5/4
=35/12
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=10101x5/10101-10101x5/20202+10101x5/30303-10101x5/40404
=5-5/2+5/3-5/4
=35/12
10101 x ( 5/10101 - 5/20202 + 5/30303 - 5/40404 ) = 10101 x ( 5/10101 - 5/10101x2 + 5/10101x3 - 5/10101 x 4 )
= 10101 x ( 5/10101 x - 5/10101 x 1/2 + 5/10101 x 1/3 - 5/10101 x 1/4 )
= 10101 x 5/10101 x ( 1 - 1/2 + 1/3 - 1/4 )
= 10101 x 5/10101 x 1 - 7/12
= 10101 x 5/10101 x 3/4
= 10101 x 15/40404
= 151515/40404
= 15/4
\(10101\times\left(\frac{5}{10101}-\frac{5}{20202}+\frac{5}{30303}+\frac{5}{40404}\right)\)
\(=10101\times\left(\frac{10}{20202}-\frac{5}{20202}+\frac{20}{121212}+\frac{15}{121212}\right)\)
\(=10101\times\left(\frac{5}{20202}+\frac{25}{121212}\right)\)
\(=10101\times\frac{55}{121212}\)
\(=\frac{65}{12}\)
a,989898/454545 - 31313131/15151515
=98x10101/45x10101-31x1010101/15x1010101
=98/45-31/15=98/45-93/45=5/45=1/9
\(10101\left(\dfrac{5}{10101}-\dfrac{5}{20202}-\dfrac{5}{30303}-\dfrac{5}{40404}\right)\)
=\(\left(10101\cdot\dfrac{5}{10101}\right)-\left(10101\cdot\dfrac{5}{20202}\right)-\left(10101\cdot\dfrac{5}{30303}\right)-\left(10101\cdot\dfrac{5}{40404}\right)\)