RRB ALP CBT I 26 Nov 2024 Shift 1 Paper

Concept:The second number is obtained by multiplying the first number by the fixed factor $3.8$.Apply the same operation to both sides of the ratio.Explanation:Given the pattern $X : 68.4$ and $22 : Y$, the rule is:$$\text{Second number} = \text{First number} \times 3.8$$For the left pair, substitute $X$ as the first number and $68.4$ as the second number:$$X \times 3.8 = 68.4$$Solve for $X$:$$X = \frac{68.4}{3.8} = 18$$So $X = 18$.Now apply the same rule to the right pair:$$Y = 22 \times 3.8$$Calculate the product:$$Y = 83.6$$Thus both pairs follow the identical pattern using multiplication by $3.8$.Answer:The correct values are $X = 18$ and $Y = 83.6$, which matches Option C.