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Examen

GCSE Computer Science Specimen 3 Paper 02 | Specimen Set 3 Mark Scheme

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Escrito en
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The GCSE Computer Science Specimen 3 Paper 02 – Specimen Set 3 Mark Scheme provides accurate answers, structured marking guidance, and detailed criteria aligned with official GCSE standards. Designed to help students understand how marks are awarded, this resource supports exam preparation, targeted revision, and improved exam performance for Paper 02 topics, including algorithms, programming, and computational thinking.

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GCSE Computer Science Specimen 3 Paper 02
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GCSE Computer Science specimen 3 paper 02
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GCSE Computer Science specimen 3 paper 02

Información del documento

Subido en
10 de noviembre de 2025
Número de páginas
27
Escrito en
2025/2026
Tipo
Examen
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Mark Scheme

Specimen Set 3


Pearson Edexcel GCSE In Computer Science
(1CP2)
Paper 02: Application of Computational Thinking

,Edexcel and BTEC Qualifications

Edexcel and BTEC qualifications are awarded by Pearson, the UK’s largest awarding body. We provide a
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All the material in this publication is copyright
© Pearson Education Ltd 2020

, Paper 2 Mark Scheme

Question Answer Additional guidance Mark
number
1 Award marks as shown. • Bullet 4: Accept any (10)
appropriate string
prompt.
• Add a line to import the math library (1)
Original: <Blank> • Bullet 6: Accept any
Amended: import math appropriate message.

• Create and set an integer variable (1) • Bullet 7: Accept any
Original: <Blank> order for calculation.
Amended: radius = 0 Accept approximate
• Create and set a real variable (1) numeric value of Pi, if
Original: <Blank> math library not used
Amended: circumference = 0.0
• Complete the line to take input from the user
Original: radius =
Amended: radius = int (input ("Enter the radius of a circle: "))
Call to input(), with a prompt (1)
Call to int() to convert string to integer (1)
• Complete the line to validate for negative radii (1)
Original: radius
Amended: radius <= 0
• Add a line to print an invalid input message (1)
Original: <Blank>
Amended: print ("Invalid radius")
• Complete the calculation of the circumference (1)
Original: circumference =
Amended: circumference = 2 * math.pi * radius
• Complete the line to round circumference to three decimal places
Original: circumference =
Amended: circumference = round (circumference, 3)
Call to round() (1)
Correct parameters to round() (1)
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