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    The first graph shows the variation of apparent brightness of a Cepheid star with time. The second graph shows the average luminosity with period for Cepheid stars.

    Question
    SLPaper 3

    The first graph shows the variation of apparent brightness of a Cepheid star with time. The second graph shows the average luminosity with period for Cepheid stars.

    1.

    Determine the distance from Earth to the Cepheid star in parsecs. The luminosity of the Sun is 3.8 × 10^26 W. The average apparent brightness of the Cepheid star is 1.1 × 10^-9 Wm^-2.

    [3]
    Verified
    Solution

    from first graph period =5.7=5.7=5.7 «days» ±0.3\pm 0.3±0.3 «days» ✔ from second graph LLsun=2300\frac{L}{L_{sun}}=2300Lsun​L​=2300 « ±200\pm 200±200 » ✔ d=d=d= « 2500×3.8×10264π×1.1×10−9=8.3×1018m\frac{2500 \times 3.8 \times 10^{26}}{4\pi \times 1.1 \times 10^{-9}}=8.3 \times 10^{18} \text{m}4π×1.1×10−92500×3.8×1026​=8.3×1018m »=250=250=250 «pc» ✔

    2.

    Explain why Cephids are used as standard candles.

    [2]
    Verified
    Solution

    Cepheids have a definite/known «average» luminosity ✔ which is determined from «measurement of» period OR determined from period-luminosity graph ✔ Cepheids can be used to estimate the distance of galaxies ✔

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