Competitive Mathematics · Basic Math MCQs

Percentage MCQs for PPSC, FPSC & One-Paper Exams — 100 Fully Solved Questions

This Percentage MCQs resource contains 100 fully solved competitive-exam questions arranged for fast topic-wise revision. It focuses on percentage of a quantity, fraction/decimal/percentage conversion, percentage increase and decrease, reverse percentage, successive percentage change, then extends into marks and result percentages, salary and population change, price-consumption problems, discount/tax percentage, comparison percentages, exam-speed percentage shortcuts. Each question gives four options followed immediately by mathematical working, so a candidate can review both the correct answer and the shortest reliable route to it. It is intended for PPSC, FPSC, CSS MPT, PMS, NTS and other authentic one-paper/testing contexts only where the current examination actually includes the relevant mathematics.

Written and compiled by Rana Ali Hasan — MPhil Mathematics and Mehreen Kanwal — MPhil Mathematics.

100Fully solved MCQs
Topic 01Topic booklet
19A4 PDF pages
100 / 250MCQs per module
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Competitive Mathematics solved MCQs and preparation material poster
About this topic

Percentage MCQs in focused practice

This Percentage MCQs resource contains 100 fully solved competitive-exam questions arranged for fast topic-wise revision. It focuses on percentage of a quantity, fraction/decimal/percentage conversion, percentage increase and decrease, reverse percentage, successive percentage change, then extends into marks and result percentages, salary and population change, price-consumption problems, discount/tax percentage, comparison percentages, exam-speed percentage shortcuts. Each question gives four options followed immediately by mathematical working, so a candidate can review both the correct answer and the shortest reliable route to it. It is intended for PPSC, FPSC, CSS MPT, PMS, NTS and other authentic one-paper/testing contexts only where the current examination actually includes the relevant mathematics.

Why it matters

Recognise the structure before calculating

A percentage expresses a part as a number out of 100. In a timed paper, early recognition helps you select a reliable route and reserve attention for questions with more than one condition.

Use the booklet to connect the headline topic with its nearby forms: percentage of a quantity, fraction/decimal/percentage conversion, percentage increase and decrease, reverse percentage, successive percentage change, and the extended applications listed below.

What to practise

100 solved questions with immediate working

percentage of a quantityfraction/decimal/percentage conversionpercentage increase and decreasereverse percentagesuccessive percentage changemarks and result percentagessalary and population changeprice-consumption problemsdiscount/tax percentagecomparison percentagesexam-speed percentage shortcuts
Pattern map

From definition to exam-style decision

01

Identify the quantities

Write what is known, what is asked and which unit or base controls the relationship.

02

Choose the model

Use the relevant percentage of a quantity, fraction/decimal/percentage conversion, percentage increase and decrease relationship before trying a shortcut.

03

Check the option

Substitute, estimate or reverse-check the result so a sign, unit or denominator error does not survive.

Representative formulas

Keep the dependable relations visible

Percentage = (part ÷ whole) × 100New value = original value × (1 ± rate/100)Successive changes use multipliers, not simple addition.
Fast-solving principles

Shortcuts come after the setup

  • Choose the correct base before calculating a percentage.
  • Convert familiar percentages to simple fractions when that reduces arithmetic.
  • For successive changes, multiply the decimal multipliers and compare with the original.
Solution presentation

Read the working, not only the option

The PDF places the options before the mathematical working. Use each solution to identify the first decision: the base, rate, variable, diagram relation, sample space or unit conversion that makes the rest of the calculation dependable.

Common mistakes

Check these before finalising an answer

  • Using the wrong quantity as the percentage base
  • Treating successive increases and decreases as direct addition
  • Mixing marks obtained with total marks
Evidence and boundaries

Use the official notice for the final paper pattern

Basic mathematics is common in screening and one-paper preparation, but the exact topics, marks and eligibility are post- and advertisement-specific. The Math Hub is an independent educational platform; it is not affiliated with PPSC, FPSC, CSS, PMS, NTS or any other testing body. Verify the latest official advertisement and syllabus for the post you are applying for.

Exam relevance

Match this topic to the advertised paper

Percentage MCQs may be useful for PPSC, FPSC, CSS MPT, PMS, NTS or another one-paper test only when the current official notice includes the relevant mathematics. The Math Hub does not claim an official commission affiliation, universal marks distribution or guaranteed appearance.

How to use this booklet

Three passes are enough to start

  1. Read the topic headings and recall the core relation.
  2. Attempt a timed set, marking every guess or slow calculation.
  3. Study the working, then repeat only the error patterns.
Keep the series connected

Return to the master book for mixed practice

After topic repair, use the complete resource for cross-topic switching and the five mixed mock tests. The Mathematics Library also keeps this topic booklet discoverable as a separate canonical record.

Written and compiled by Rana Ali Hasan — MPhil Mathematics and Mehreen Kanwal — MPhil Mathematics.

Revision metadata: Updated 15 September 2026. This page is an independent educational resource; verify the current official syllabus before relying on it for an application.

Questions candidates ask

Percentage MCQs FAQ

What does this Percentage MCQs booklet cover?

This Percentage MCQs resource contains 100 fully solved competitive-exam questions arranged for fast topic-wise revision. It focuses on percentage of a quantity, fraction/decimal/percentage conversion, percentage increase and decrease, reverse percentage, successive percentage change, then extends into marks and result percentages, salary and population change, price-consumption problems, discount/tax percentage, comparison percentages, exam-speed percentage shortcuts. The coverage list on this page shows the included subtopics.

Are these official past-paper questions?

No. This is independent solved practice material. Treat it as exam-style preparation unless an item has a traceable official source.

Can this topic appear in PPSC, FPSC, CSS MPT, PMS or NTS tests?

Possibly, where the relevant current notice includes this mathematics. Always verify the exact post-specific advertisement and syllabus.

How many questions are in the PDF?

This topic booklet contains 100 fully solved questions across 19 A4 PDF pages.

Are the solutions shown after the options?

Yes. Each MCQ is designed to show four options followed immediately by mathematical working for checking both the answer and method.

Can I download the PDF?

Yes. View PDF opens the owner PDF, while Download PDF uses a same-domain download route. A Backup Copy button is omitted because no verified backup URL is available.

Ready for the next topic?

Open the owner PDF, download this topic booklet or return to the complete 2,650-question pathway.

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