find the 100 rational number between 1and 2
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Answered by
5
1+2/2 = 1.5
now 1.5+1/2=1.25
issi tarah issi me se se koi do digit number lekar 2 se divide kar de
now 1.5+1/2=1.25
issi tarah issi me se se koi do digit number lekar 2 se divide kar de
Answered by
18
Solution :-
1 and 2 can be written as 1/1 and 2/1
To find 100 rational numbers between 1/1 and 2/1, we have to multiply the numerator and denominator with same number.
⇒ (1/1)*(1000/1000) = 1000/1000
⇒ (2/1)*(1000/1000) = 2000/1000
Now, we can find 100 rational numbers between 1000/1000 and 2000/1000
1001/1000, 1002/1000, 1003/1000, 1004/1000, 1005/1000, 1006/1000, 1007/1000, 1008/1000, 1009/1000, 1010/1000, 1011/1000, 1012/1000, 1013/1000, 1014/1000, 1015/1000, 1016/1000, 1017/1000, 1018/1000, 1019/1000, 1020/1000, 1021/1000, 1022/1000, 1023/1000, 1024/1000, 1025/1000, 1026/1000, 1027/1000, 1028/1000, 1029/1000, 1030/1000, 1031/1000, 1032/1000, 1033/1000, 1034/1000, 1035/1000, 1036/1000, 1037/1000, 1038/1000, 1039/1000, 1040/1000, 1041/1000, 1042/1000, 1043/1000, 1044/1000, 1045/1000, 1046/1000, 1047/1000, 1048/1000, 1049/1000, 1050/1000, 1051/1000, 1052/1000, 1053/1000, 1054/1000, 1055/1000, 1056/1000, 1057/1000, 1058/1000, 1059/1000, 1060/1000, 1061/1000, 1062/1000, 1063/1000, 1064/1000, 1065/1000, 1066/1000, 1067/1000, 1068/1000, 1069/1000, 1070/1000, 1071/1000, 1072/1000, 1073/1000, 1074/1000, 1075/1000, 1076/1000, 1077/1000, 1078/1000, 1079/1000, 1080/1000, 1081/1000, 1082/1000, 1083/1000, 1084/1000, 1085/1000, 1086/1000, 1087/1000, 1088/1000, 1089/1000, 1090/1000, 1091/1000, 1092/1000, 1093/1000, 1094/1000, 1095/1000, 1096/1000, 1097/1000, 1098/1000, 1099/1000, 1100/1000
This way we can find as many rational numbers between two rational numbers as we want to.
1 and 2 can be written as 1/1 and 2/1
To find 100 rational numbers between 1/1 and 2/1, we have to multiply the numerator and denominator with same number.
⇒ (1/1)*(1000/1000) = 1000/1000
⇒ (2/1)*(1000/1000) = 2000/1000
Now, we can find 100 rational numbers between 1000/1000 and 2000/1000
1001/1000, 1002/1000, 1003/1000, 1004/1000, 1005/1000, 1006/1000, 1007/1000, 1008/1000, 1009/1000, 1010/1000, 1011/1000, 1012/1000, 1013/1000, 1014/1000, 1015/1000, 1016/1000, 1017/1000, 1018/1000, 1019/1000, 1020/1000, 1021/1000, 1022/1000, 1023/1000, 1024/1000, 1025/1000, 1026/1000, 1027/1000, 1028/1000, 1029/1000, 1030/1000, 1031/1000, 1032/1000, 1033/1000, 1034/1000, 1035/1000, 1036/1000, 1037/1000, 1038/1000, 1039/1000, 1040/1000, 1041/1000, 1042/1000, 1043/1000, 1044/1000, 1045/1000, 1046/1000, 1047/1000, 1048/1000, 1049/1000, 1050/1000, 1051/1000, 1052/1000, 1053/1000, 1054/1000, 1055/1000, 1056/1000, 1057/1000, 1058/1000, 1059/1000, 1060/1000, 1061/1000, 1062/1000, 1063/1000, 1064/1000, 1065/1000, 1066/1000, 1067/1000, 1068/1000, 1069/1000, 1070/1000, 1071/1000, 1072/1000, 1073/1000, 1074/1000, 1075/1000, 1076/1000, 1077/1000, 1078/1000, 1079/1000, 1080/1000, 1081/1000, 1082/1000, 1083/1000, 1084/1000, 1085/1000, 1086/1000, 1087/1000, 1088/1000, 1089/1000, 1090/1000, 1091/1000, 1092/1000, 1093/1000, 1094/1000, 1095/1000, 1096/1000, 1097/1000, 1098/1000, 1099/1000, 1100/1000
This way we can find as many rational numbers between two rational numbers as we want to.
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