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OCR H446 1.4.3 Logic gates and signal tracing
Part 2 of 11 · H446 1.4.3 · Boolean algebra
Reading a circuit is a separate skill from knowing what a gate does, and OCR H446 1.4.3 examines both. This worksheet covers the four required gate symbols and the discipline of tracing one signal at a time, including why a flowchart decision symbol never answers a logic-circuit question.
Students will:
- recognise the OCR symbols for AND, OR, NOT and XOR gates
- name the intermediate signals between gates instead of jumping to the output
- work out a circuit output for a given set of input values
- explain what a small circle on a gate output indicates
- predict how a circuit behaves when one of its gates is replaced
Inside: 5 explanation cells, 3 multiple-choice questions, 2 fill-in-the-blanks cells and 1 written answer. 15 marks, about 40 to 50 minutes.
Series: H446 1.4.3 · Boolean algebra, part 2 of 11.
Shared by Coding PathwayVerified teacher
- 11 cells
- About 45 minutes
- CC BY-SA 4.0
- Shared 31 Aug 2026
- Updated 3 Sept 2026
Preview
The whole resource, exactly as a class sees it. Answers and marking are held back.
Logic gates and signal tracing
A logic circuit is a diagram of connected gates. You will learn to recognise the four required gate symbols and trace one signal at a time.
You should already know: the truth conditions for AND, OR, NOT and XOR.
Worked model: read shape, then read connection
A NOT gate has one input and a small inversion bubble. AND has a flat left edge and curved right edge. OR has a curved input edge. XOR looks like OR with one extra curved line at the inputs.
A logic circuit is not a flowchart: wires carry Boolean signals and gate shapes perform Boolean operations.
A student draws a decision diamond and labels it AND. Why is this not a valid answer to a logic-circuit question?
- AAND gates must have three inputs
- BLogic circuits cannot contain labels
- CAND must always follow OR
- DA decision diamond is flowchart notation, not a logic-gate symbol
Worked trace: name intermediate signals
For the circuit above:
- D = A ∨ B
- E = ¬C
- P = D ∧ E
If A=0, B=1 and C=0, then D=1 and E=1, so P=1. Naming D and E reduces working-memory load and gives you columns for a truth table.
For the same circuit, what is P when A=0, B=0 and C=0?
- A0, because D=0 even though E=1
- B1, because C=0
- C1, because D and E are equal
- D0, because NOT C is 0
On paper, redraw the model circuit but replace its first OR gate with XOR. For A=1, B=1 and C=0, state D, E and P and explain the changed outcome.
Use the XOR rule before the NOT and final AND stages.
Students type their answer here.
A small circle appears on the output of a gate. What does it mean?
- AThe signal is stored
- BThe signal is inverted
- CThe inputs are swapped
- DThe gate has no output
Closed-book checkpoint
Use the shape and signal language from this worksheet. No answer bank is provided.
Review your responses
Check every response against its command word and the supplied constraints. Strengthen unsupported answers with accurate method, mechanism, state or contextual consequence before submitting.