Metallic bonding and giant structuresEdexcel A-Level Chemistry: Flashcards
What these 13 flashcards ask
- Define metallic bonding.
- Why do metals conduct electricity?
- Why are metals malleable?
- Why does solid sodium chloride not conduct, but molten sodium chloride does?
- What type of structure is silicon(IV) oxide, and how are its atoms bonded?
- Why is diamond very hard?
- Why does graphite conduct electricity?
- Why is graphite soft and a good lubricant?
- What is graphene?
- What is broken when iodine melts?
- Why is ice less dense than liquid water?
- Why is iodine insoluble in water?
- A solid has a high melting temperature and conducts when solid. What structure is it likely to have?
Exam questions on Metallic bonding and giant structures
- An electrician is comparing copper wire with a lump of solid sodium chloride as materials for use in a circuit. Copper has a melting temperature of 1085 °C and sodium chloride melts at 801 °C.Explain why copper conducts electricity but solid sodium chloride does not.2 marks
- Graphene is a single layer of carbon atoms arranged in a flat hexagonal pattern. Researchers are investigating it as a conductor for flexible touch screens.Explain why graphene conducts electricity whereas diamond does not.2 marks
- A technician is given four solids, W, X, Y and Z, and records their properties. W melts at 801 °C, dissolves in water, and conducts electricity only when molten or in solution. X is yellow, melts at 115 °C, does not dissolve in water and does not conduct electricity in any state. Y melts at 1085 °C, does not dissolve in water and conducts electricity when solid. Z melts at 1710 °C, is very hard, does not dissolve in water and does not conduct electricity in any state; it contains only silicon and oxygen. X is known to be made of S₈ molecules.Deduce the type of structure and bonding in W, in Y and in Z, giving one piece of evidence from the data for each.3 marks
Written by the Exaim team, led by Shaun Daswani (Head of Upper Secondary, Improve ME Institute; MSc Financial Mathematics, Imperial College London; BSc, UCL) and Jason Daswani (operational lead, Improve ME Institute; LSE).