The answer is D (density 6.0 \(\text{g cm}^{-3}\); melting point 1900 °C).
Vanadium is a transition element and strontium is a Group 2 metal.
• Melting point: in vanadium (\([\text{Ar}]3d^3 4s^2\)) both the 3d and 4s electrons are available for delocalisation and the atoms are small, so its metallic bonding is much stronger than in strontium, which has only two delocalised 5s electrons per atom and much larger atoms. So vanadium has the high melting point, 1900 °C, and strontium the lower one, 770 °C.
• Density: vanadium atoms are much smaller than strontium atoms and pack far more closely, so even though vanadium has the lower \(A_\text{r}\) (50.9 against 87.6), it has much more mass per unit volume. So vanadium has the density 6.0 \(\text{g cm}^{-3}\) and strontium 2.6 \(\text{g cm}^{-3}\).
Row D (6.0 and 1900) shows both properties of vanadium.
• A is wrong: 2.6 \(\text{g cm}^{-3}\) and 770 °C are the low density and low melting point, which are both properties of strontium.
• B is wrong: it pairs the density of strontium (2.6 \(\text{g cm}^{-3}\)) with the melting point of vanadium (1900 °C).
• C is wrong: it pairs the density of vanadium (6.0 \(\text{g cm}^{-3}\)) with the melting point of strontium (770 °C).
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