90% of the population of a village is 25560. The total population of the village is:

Appeared in: DSSSB 13 August 2024

Explanation

The problem states that a part of the population (25,560) is equal to 90% of the total.
To find the total population (the 'whole'), we can use the formula: Whole = Part / Percentage.
In this case, the equation is: Total Population = 25,560 / 0.90.
Solving this equation gives the total population as 28,400.

Option A: This is an incorrect calculation. 90% of 36,656 is 32,990.4, which is not the given population part of 25,560.
Option B: This is an incorrect calculation. 90% of 29,336 is 26,402.4. This value is relatively close to 25,560 but is not the correct answer.
Option C: This is an incorrect calculation. 90% of 30,040 is 27,036, not 25,560.

Clinical Relevance

Nursing practice connection: This is primarily an exam-oriented knowledge point with limited direct bedside application, so retain Solving for the whole amount given a part and its percentage as background academic context rather than a clinical decision trigger.
Basic math skills, including percentage calculations, are fundamental for safe and effective nursing practice.
Nurses frequently use percentages for medication dosage calculations, such as titrating IV drips or preparing solutions from stock concentrations.
Percentages are also used to assess patient progress, like calculating the percentage of weight loss in a pediatric patient or the percentage of body surface area affected by a burn.

How to Approach the Question

First, identify what is given: a part (25,560) and its corresponding percentage (90%).
Next, identify what needs to be found: the total population (the 'whole').
Set up an equation. Let 'P' be the total population. The equation is: 0.90 × P = 25,560.
Solve the equation for the unknown variable 'P' by dividing the part by the percentage (in decimal form): P = 25,560 / 0.90.
Calculate the result and match it with the given options.

Concept Tested & Keywords

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Practise the full DSSSB 13 August 2024

Attempt every question from this paper in a timed mock, then review the full solution for each one.