Propiedad 1
Multiplicación de logaritmos log A + log B
A B
5x3
Log 5 + log 3
.6889+ .4771 = 1.176
1.176 ANT = 14.9968
10 ejemplos
130x15
Log 130 + log 15
2.1139+ 1.1760 = 3.2899
3.2899 ANT = 1,949.3956
20x50
Log 20 + log 50
1.3010+ 1.6989 = 2.9999
2.9999 ANT = 999.7697
111x66
Log 111 + log 66
2.0453+ 1.8195 = 3.8648
3.8648 ANT = 7324.8713
36x24
Log 36 + log 24
1.5563+1.3802 = 2.9365
2.9365 ANT = 863.9726
615x150
Log 615 + log 150
2.7888 + 2.1760 = 4.9648
4.9648 ANT = 92214.6665
89x79
Log 89 + log 79
1.9493 + 1.8976 = c
4.9648 ANT = 7029.1045
56x3
Log 56 + log 3
1.7481 + .4771 = 2.2252
2.2252 ANT = 167.9577
4x93
Log 4 + log 93
.6020 + 1.9684 = 2.5704
2.5704 ANT = 371.8775
25x30
Log 25 + log 30
1.3979+ 1.4771 = 2.875
2.875 ANT = 749.8942
93x7
Log 93 + log 7
1.9684 + .8450 = 2.809
2.809 ANT = 644.1692
Multiplicación con decimal
10 ejemplos
.7081 x 3.14
Log .1081 + log 3.14
-.1499 + 4969 = .3470
-3470 ANT = -2.223
.9353x .8811
Log .9353 + log 8811
-.0290 + (-.0549) = -.0839
-.0839 ANT = -1.2131
.8176x .7811
Log .8176 + log .7811
-.0874 + (-.1072) = -.146
-.146 ANT = .7144
.5126x .8395
Log . 5126 + log .8395
-.2902 + (-..759) = -1.0492
-1.0492 ANT = .0892
.4321 x .1234
Log .4321 + log .1234
-.3644 + (-.9086) = -1.273
-1.273 ANT = 0.0533
.2256 x .2530
Log .2256 + log .2530
-.6466 + (-.5968) = -1.2434
-1.2434 ANT = .0570
.3711 x .2510
Log .3711 + log .2510
-.4305 + (-.6003) = -1.0308
-1.0308 ANT = .0931
.2233 x .1155
Log .2233 + log .1155
-.6511 + (-.9374) = -1.5885
-1.5885 ANT = 0.0257
.1515 x .5589
Log .1515 + log .5589
-.8195 + (-.2526) = -1.0721
-1.0721 ANT = 0.6847
.1819 x .4139
Log .1819 + log .4139
-.7401 + (-.3831) = -1.1232
-1.1232 ANT = 0.0753
.3834 x .3419
Log .3834 + log .3419
-.7401 + (-.3831) = -.8824
-.8824 ANT = 0.1309
No hay comentarios:
Publicar un comentario