CII R02 Multiple-Response Questions and Calculation Strategy

Table of Contents

• • Know the Current R02 Format
• • Treat Every Multiple-Response Option Separately
• • Build a Calculation Sheet by Family
• • Use the Same Five-Step Calculation Method
• - Worked example: compounding, not simple interest
• - Worked example: duration and percentage points
• • Control the Two-Hour Clock
• • A Final Seven-Day Repair Plan

The CII R02 paper is not 100 identical single-answer questions. CII states that it contains 72 standard-format and 28 multiple-response questions in two hours. Those 28 questions reward a different discipline: judging each option independently instead of stopping when one answer looks correct.

Calculations create a second source of pressure. The solution is a fixed workflow that protects time, signs and units.

Know the Current R02 Format

The official CII R02 unit page gives the following current facts:

• 100 multiple-choice questions;
• 72 standard-format and 28 multiple-response questions;
• two hours;
• a standard pass mark of 65%;
• 60 notional study hours; and
• the 2026–27 edition applies to exams from 1 September 2026 to 31 August 2027.

Two hours for 100 questions gives an average of 72 seconds per question. Some recall items take less; calculations and multiple-response questions take more. Your first pass should bank the quick marks without becoming trapped by one long item.

Treat Every Multiple-Response Option Separately

Do not read the options as a group and choose the combination that feels most familiar. For each statement, decide true or false under the exact facts given. Then submit the resulting combination.

Use four checks:

1. What does the stem ask—features, risks, advantages, tax treatment or suitability?
2. Is each option always true, conditionally true or false here?
3. Does an absolute word such as “always”, “never” or “guaranteed” make the statement too broad?
4. Have you selected every supported option and rejected every unsupported one?

The 2026–27 CII examination guide explains the marking: multiple-response items have four to six options and more than one correct answer. You must select all the correct options to earn the mark; there is no partial credit. A partially recognised group is not enough. If the question contains four statements, make four decisions.

For an original practice example, consider a bond with £100 nominal value, a 4% annual coupon and a market price of £80. Judge these statements separately:

• A: its coupon rate is 5%. False: the coupon rate remains 4% of nominal value.
• B: its annual coupon is £4. True: £100 × 4% = £4.
• C: its running yield is 5%. True: £4 ÷ £80 × 100 = 5%.
• D: running yield includes the gain at redemption. False: that calculation measures current income only.

Select B and C together. Selecting only C misses a correct statement; adding A confuses coupon rate with running yield. The arithmetic is short, but the mark depends on checking every option.

Build a Calculation Sheet by Family

Organise formulas by purpose instead of memorising one long list.

Time value: future value moves money forward by compounding; present value discounts it back. Match the rate period to the number of periods. A higher discount rate lowers present value.

Bond income and return: running yield is annual coupon divided by current market price. It does not include the capital gain or loss at redemption. Redemption yield is broader because it reflects price, coupons, redemption value and time.

Price sensitivity: an approximate bond-price change is −modified duration × change in yield. The minus sign matters: yield up normally means price down. A modified duration of five implies approximately a 5% price fall for a one-percentage-point yield rise before allowing for convexity.

Risk-adjusted performance: the Sharpe ratio uses excess return over the risk-free rate divided by total volatility. The information ratio instead uses active return against a benchmark divided by tracking error.

Use the Same Five-Step Calculation Method

For every numerical question:

1. Write what the question asks for.
2. Extract the inputs with units and time periods.
3. Choose the formula before entering numbers.
4. Estimate the direction or rough size of the answer.
5. Calculate, round only at the end and check against the estimate.

This catches common failures. If market yield rises and your fixed-interest bond price also rises, the direction check exposes the mistake. If an annual rate is paired with monthly periods without conversion, the unit check exposes it. If a running-yield answer includes redemption proceeds, the formula-purpose check exposes it.

Worked example: compounding, not simple interest

An investment of £10,000 earns 4% annually for three years, with all interest reinvested and no charges. Future value is £10,000 × 1.04³ = £11,248.64. The tempting £11,200 answer uses simple interest and ignores interest earned on earlier interest. Before touching the calculator, identify whether income is reinvested and whether the quoted rate and periods match.

Worked example: duration and percentage points

A bond priced at £980 has modified duration of six. Its yield rises by 0.5 percentage points. Convert that change to 0.005, then estimate the proportional price change: −6 × 0.005 = −0.03, or −3%. The estimated new price is £980 × 0.97 = £950.60. Entering 0.5 instead would exaggerate the change one hundredfold. This is an approximation that ignores convexity, not an exact repricing formula.

Control the Two-Hour Clock

Use three passes. On the first, answer direct recall and short standard-format questions. On the second, handle multiple-response items and manageable calculations. On the third, return to flagged long calculations and review unanswered items.

Do not spend five minutes protecting one mark while leaving several questions unseen. The 72-second average is a budget for the paper, not a command for every item.

In practice, mix question types. A block of only bond calculations can create fluency that disappears when a question on economics or collective investments interrupts the pattern. Mixed sets train the recognition step that the actual paper requires.

The R02 exam overview maps the full syllabus. Use this article as the technique layer for the calculations and multiple-response format inside that wider coverage.

A Final Seven-Day Repair Plan

Days 1–2: rebuild time-value, yield and duration formulas from memory, then answer short sets. Day 3: practise equity, risk and performance measures. Day 4: complete a multiple-response set using true-or-false decisions for every option. Day 5: sit a mixed timed paper. Day 6: group errors by cause—concept, formula, sign, unit, reading or timing—and repair the largest two groups. Day 7: retest only those causes, then finish with a short confidence set.

Keep checking the CII unit page for edition and web updates. The strongest R02 preparation is current, mixed and diagnostic: know why a formula applies, judge every response option independently, and preserve enough time to see the whole paper.