Represent the given numbers on the number line (i)
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\text { (i) } \frac{7}{4}
Divide the line between the whole numbers into 4 parts. i.e, divide the line between 0 and 1 to 4 parts, 1 and 2 to 4 parts and so on.
Thus, the rational number 7/4 lies at a distance of 7 points away from 0 towards positive number line.
\text { (ii) } \frac{-5}{6}
Divide the line between the integers into 4 parts. i.e, divide the line between 0 and -1 to 6 parts, -1 and -2 to 6 parts and so on. Here since the numerator is less than the denominator, dividing 0 to -1 into 6 parts is sufficient.
Thus, the rational number −5/6 lies at a distance of 5 points, away from 0, towards negative number line.
Step-by-step explanation:
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