which of the rational numbers do not lie between 2 and 3
Answers
Step-by-step explanation:
since -2//3 and -1/5 both are negative rational numbers so we can choose any positive rational number. And the positive rational number will not be present in the interval (-2/3 , -1/5). So we choose "4/1" which is position rational number. You can choose any positive number like 5/2, 8/4 and 9/7 etc....
Answer:
Take the LCM of the denominators.
In this case it is 1, so it will be 2 and 3
As we want 3 rational numbers between 2 and 3, multiply it with 4.
2×4; 3×4 will be the figure of the last step
We multiplied it with 4 because of the rule: how many rational numbers needed+1 ×the first and the second number.
Example: we want 3 rational numbers. So,3+1×2
So multiplying it we get 8 and 12 respectively.
Therefore between 8 and 12 we have 9;10 and 11, i.e. we have 3 rational numbers between 2 and 3.
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5,6,7and so on....
Step-by-step explanation: