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CAT 2022 Slot 1 · VARC · Reading Comprehension · medium

CAT 2022 Slot 1 VARC: The Gap Between Quantum Physics and Quantum Hype

Every few years, a headline announces that quantum computers are about to render modern encryption obsolete, cure diseases classical computers cannot model, or otherwise usher in a technological discontinuity as significant as the transistor. The underlying physics is real: a quantum computer, by exploiting superposition and entanglement, can in principle explore a computational space that grows exponentially with the number of qubits, and for a narrow class of problems — most famously integer factorization, via Shor's algorithm — this translates into a genuine, exponential speed-up over the best known classical methods. The trouble is that this narrow class of problems is considerably narrower than popular coverage tends to suggest, and the gap between "a quantum algorithm exists on paper" and "a quantum computer can run it usefully" remains, for most practical purposes, enormous.

The central obstacle is decoherence: qubits lose their delicate quantum state through interaction with their environment on timescales measured in microseconds to milliseconds, and every gate operation performed on them introduces a small probability of error. Classical bits are essentially immune to this problem — a transistor is either on or off, robustly — but a qubit's continuous, fragile state must be protected through quantum error correction, which itself consumes additional physical qubits to encode a single reliable "logical" qubit. Current estimates suggest that a fault-tolerant quantum computer capable of breaking modern RSA encryption would require on the order of a million physical qubits; the largest publicly known machines, as of this writing, operate with qubit counts in the low thousands, and error rates remain far above the threshold at which large-scale error correction becomes practical.

None of this means quantum computing is a mirage. In narrow domains — simulating molecular structures for drug discovery, optimizing certain classes of financial portfolios, some forms of cryptographic key distribution — smaller, noisier machines may deliver genuine value well before fault tolerance is achieved, a regime researchers term "noisy intermediate-scale quantum" computing. But the gap between this modest, near-term promise and the exponential-everything narrative that dominates public discussion serves specific interests: it helps technology companies justify enormous research budgets to investors, helps governments justify strategic funding programs framed as an arms race with geopolitical rivals, and helps a small number of well-publicized results — often on problems specifically chosen because they favour quantum over classical methods — stand in for a broader capability that does not yet exist.

The historical pattern is a familiar one to observers of prior technological waves: a genuine scientific advance gets wrapped in a narrative whose confident timelines serve the immediate interests of those telling it, while the harder, more uncertain engineering reality is left for specialists to sort out, largely out of public view, on a schedule the popular narrative rarely bothers to specify. Recognizing this pattern does not require dismissing the underlying science; it requires distinguishing what is established from what is aspirational, and asking, of any particular claim, who benefits from the public believing it sooner rather than later.

Question 1

Single correct option

According to the passage, the primary reason quantum computing's practical impact lags behind popular expectations is that:
  1. A. quantum algorithms like Shor's algorithm have not yet been proven to work even in theory
  2. B. decoherence and error rates make large-scale, fault-tolerant quantum computation currently infeasible
  3. C. governments have refused to fund quantum computing research at sufficient scale
  4. D. classical computers have been shown to solve all problems quantum computers were designed for
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Answer: (B) decoherence and error rates make large-scale, fault-tolerant quantum computation currently infeasible

The passage identifies decoherence as 'the central obstacle,' explaining that qubits lose state quickly and error correction requirements mean current machines fall far short of the million-qubit, low-error threshold needed for practical fault tolerance. Option B captures this. A is false — Shor's algorithm is established theory; C contradicts the passage's mention of strategic government funding; D is not claimed anywhere.

Question 2

Single correct option

The author's attitude toward quantum computing, as expressed in the passage, is best described as:
  1. A. dismissive, regarding the entire field as a mirage with no genuine scientific basis
  2. B. uncritically enthusiastic about near-term commercial applications
  3. C. measured — acknowledging genuine scientific progress while questioning the exaggerated public narrative around it
  4. D. primarily concerned with the cryptographic risks quantum computers pose to national security
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Answer: (C) measured — acknowledging genuine scientific progress while questioning the exaggerated public narrative around it

The author explicitly states 'the underlying physics is real' and 'none of this means quantum computing is a mirage,' while also criticizing the gap between established science and 'the exponential-everything narrative.' This balanced position matches option C. A and B are both too extreme and are directly contradicted; D is only a minor illustrative detail, not the passage's main concern.

Question 3

Single correct option

The term 'noisy intermediate-scale quantum' (NISQ) computing is introduced in the passage to describe:
  1. A. a class of fault-tolerant quantum computers already capable of breaking RSA encryption
  2. B. smaller, error-prone quantum machines that may still offer real value in narrow domains before full fault tolerance is achieved
  3. C. a purely theoretical regime that has no real-world machines built to date
  4. D. the specific error-correction method used to encode logical qubits
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Answer: (B) smaller, error-prone quantum machines that may still offer real value in narrow domains before full fault tolerance is achieved

The passage describes this regime as one where 'smaller, noisier machines may deliver genuine value well before fault tolerance is achieved,' citing molecular simulation, portfolio optimization and key distribution as examples. This matches option B. A is wrong since NISQ machines are explicitly not fault-tolerant; C is contradicted since such machines already exist; D confuses NISQ with error correction, a separate concept in the passage.

Question 4

Single correct option

Which of the following, if true, would most directly support the passage's claim that the 'exponential-everything narrative... serves specific interests'?
  1. A. A survey shows most physicists agree Shor's algorithm is mathematically correct
  2. B. A technology company's stock valuation rises sharply after publicizing a narrow quantum result chosen to favour its own hardware, without disclosing the limited scope of the result
  3. C. A university publishes a peer-reviewed paper detailing current qubit error rates
  4. D. A government report acknowledges that fault-tolerant quantum computers remain a decade or more away
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Answer: (B) A technology company's stock valuation rises sharply after publicizing a narrow quantum result chosen to favour its own hardware, without disclosing the limited scope of the result

The passage argues that exaggerated narratives 'help technology companies justify enormous research budgets to investors' and rely on 'well-publicized results... chosen because they favour quantum over classical methods.' Option B is a concrete instance of exactly this dynamic — a narrow, favourable result being used to boost investor perception without full context. The other options either report neutral facts (A, C) or actually undercut the hype narrative (D), rather than supporting the passage's claim about self-interested narrative-building.
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Original question written in the CAT 2022 Slot 1 pattern and checked twice for the correct answer. Not an official question paper. How we write and check questions · Corrections policy · Report a mistake