Question:medium

Study the table given below and answer the question that follows:
StateInfant Mortality Rate per 1000 live births (2018)Literacy Rate % 2017 – 18Net Attendance Ratio (per 100 persons) secondary stage (aged 14 and 15 years) 2017 – 18
P326243
Q79443
R308261
S208378
Identify the State whose Infant Mortality Rate is almost three times that of State ‘Q’.

Show Hint

Read the IMR of state Q, multiply it by three, and then look for the state whose figure comes closest to that product. Ignore the other two columns.
Updated On: Sep 15, 2026
  • Q
  • P
  • S
  • R
Show Solution

The Correct Option is C

Solution and Explanation

Concept:
  • Rather than multiplying first, each state can be divided by the value for Q to see directly how many times larger it is.
  • Working in ratios also guards against picking a state that is simply the largest instead of the one that is nearly three times.

Step 1: Note the base value.
State Q has an IMR of $7$. Every other value will be divided by this number.

Step 2: Divide each state by 7.
For P, $\dfrac{32}{7} \approx 4.6$
For R, $\dfrac{30}{7} \approx 4.3$
For S, $\dfrac{20}{7} \approx 2.9$

Step 3: Pick the ratio nearest to three.
The ratios for P and R are both above four, so neither is close to three. The ratio for S is about $2.9$, which is almost exactly three.

Step 4: Rule out the trap in option (A).
Option (A) names Q itself, whose ratio with itself is one. It is placed there for a student who reads the question in a hurry, since the state being compared cannot be the answer.

Step 5: Note the extra columns.
The literacy rate and the net attendance ratio are given as additional information about development but play no part in this particular calculation.

Final Answer: (C) S
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