Question

Is √121/ 144 a rational number?
please answer ASAP
NO SPAMS​

Answer 1

Answer:

yes

Step-by-step explanation:

$\sqrt{\frac{121}{144} }\\\frac{11}{12} as 11^{2}=121 and 12^{2} =144\\\frac{11}{12} \ is\ a\ rational\ number\ as\ it\ is\ of\ the\ form\ \frac{p}{q}\ where\ p\ and\ q\ are\ integers.$

Answer 2

Answer:

\begin{gathered}\sqrt{\frac{121}{144} }\\\frac{11}{12} as 11^{2}=121 and 12^{2} =144\\\frac{11}{12} \ is\ a\ rational\ number\ as\ it\ is\ of\ the\ form\ \frac{p}{q}\ where\ p\ and\ q\ are\ integers.\end{gathered}1441211211as112=121and122=1441211 is a rational number as it is of the form qp where p and q are integers.

Step-by-step explanation:

I'm E chan

u remember? 2id