Question

Question 84

Write a rational number in which the numerator is less than ${}^{\prime }-7\times {11}^{\prime }$ and the denominator is greater than ${}^{\prime }12+4^{\prime }.$

Answer 1

Let, $-7\times 11=p=-77$
And $12+4=q=16$
Rational number $=\frac{p}{q}=\frac{-77}{16}$
Hence, possible answers are $\frac{-78}{17},\frac{-79}{18},\frac{-80}{19}$....