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\(\dfrac{54}{10}=5,4\)
\(4\dfrac{78}{1000}=4+\dfrac{78}{1000}=4+0,078=4,078\)
\(18\dfrac{4}{100}=18+\dfrac{4}{100}=18+0,04=18,04\)
\(\dfrac{1990}{10000}=\dfrac{199}{1000}=0,199\)
\(\dfrac{54}{10}=\dfrac{27}{5}=5,4\)
\(4\dfrac{78}{1000}=\dfrac{39}{125}=0,312\)
\(18\dfrac{4}{100}=\dfrac{18}{25}=0,72\)
\(\dfrac{1990}{10000}=\dfrac{199}{1000}=0,199\)
TL:
\(\frac{12}{100}\)= 0,12
\(\frac{5}{100}\)= 0,05
\(\frac{306}{1000}\)= 0,306
-HT-
\(a,\frac{127}{10}=12,7\)
\(b,\frac{65}{100}=0,65\)
\(c,\frac{2005}{1000}=2,005\)
\(d,\frac{8}{1000}=0,008\)
\(\dfrac{15}{10}=1,5;\dfrac{35}{100}=0,35;\dfrac{107}{100}=1,07\)
\(\dfrac{22109}{1000}=22,109;\dfrac{14}{5}=\dfrac{28}{10}=2,8;\dfrac{920}{1000}=0,92\)
\(\dfrac{138}{100}=1,38;\dfrac{2007}{10}=200,7;\dfrac{1}{1000}=0,001\)
25\(\dfrac{567}{100}\) = \(\dfrac{25\times100+567}{100}\) = \(\dfrac{3067}{100}\)
a) \(\dfrac{1}{10}=0,1\)
\(\dfrac{1}{100}=0,01\)
\(\dfrac{1}{1000}=0,001\)
\(\dfrac{1}{10000}=0,0001\)
b) \(\dfrac{84}{10}=8,4\)
\(\dfrac{225}{100}=2,25\)
\(\dfrac{6453}{100}=64,53\)
\(\dfrac{25789}{10000}=2,5789\)
b)= 3,77
c)= 20,12
d) = 3,579
\(\dfrac{377}{100}=3,77\\ \dfrac{2012}{100}=20,12\\ \dfrac{3579}{1000}=3,579\)