Question

find two integers A and B such that A < 29/6 < B, and represent 29/6 on number line​

Answer 1

The two integers A and B are $\dfrac{24}{6}=4\ and\ \dfrac{30}{6}=5$

Step-by-step explanation:

Given:

The fraction given is $\dfrac{29}{6}$.

Now, in order to find two integers 'A' and 'B' such that $A<\frac{29}{6}<B$, the numerator of 'A' should be less than 29 and also be completely divisible by 6 as 'A' is an integer.

Similarly, the numerator of 'B' should be greater than 29 and must be completely divisible by 6 as 'B' is also an integer.

So, a number less than 29 and completely divisible by 6 is 24 and a number greater than 29 and completely divisible by 6 is 30.

Therefore, the two integers are:

$A=\frac{24}{6}=4\\\\B=\frac{30}{6}=5$

The fraction $\dfrac{29}{6}$ on the number line is given below.