She assumes that she has plenty of lemon juice and plenty of eggs.
You must justify your answer. [3 marks]
Worked Solution & Mark Scheme (4 marks)
Chocolate: (550 ÷ 110) × 2 = 10 people ⇒ max 10 people A1
Home > Worksheets > GCSE questions by topic > Proportion recipes
Free Printable Proportion recipes PDF Worksheets, Revision Guide & GCSE Past Paper Questions (Grade 3)
Download free proportion recipes worksheets (PDF), GCSE maths past paper questions and worked solutions for Proportion recipes (3F). This is a Grade 3 ratio & proportion topic from the GCSE questions by topic collection for Foundation and Higher tier GCSE Maths (Edexcel, AQA, OCR and IGCSE).
The free PDF worksheets table below brings together printable question booklets (Qs) and worked answers or mark schemes (Ans) from Maths Genie, Corbett Maths, Dr Frost, Metatutor, Maths4EveryOne, Maths Takeaway, Dr Frost (B. Blocks), E Classroom and PMT, along with past paper question booklets.
Below the worksheet links you can read our proportion recipes revision notes and worked examples with diagrams, try real GCSE past paper proportion recipes questions with step-by-step solutions, or download a PDF of all proportion recipes worksheet links.
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GCSE past paper questions & solutions
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Graded exam questions & solutions
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Practice Questions & answers
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Textbook Exercise & answers
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GCSE worksheet & solutions
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Topic worksheet & worked solutions
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KS2 SATs questions & solutions
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GCSE Maths Takeaway exam questions
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Building Blocks skill sheet & answers
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GCSE topic booklet & answers
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PMT (Edxl)
Edexcel GCSE topic questions & solutions
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PMT (AQA)
AQA GCSE topic questions & solutions
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PMT (IGCSE)
Edexcel IGCSE topic questions & solutions
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Self-marking online worksheet
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Explanation:
Recipe questions use direct proportion. To scale a recipe for a different number of people, either use the unitary method (divide by the original number of servings to find the amount for 1 person, then multiply by the new number) or multiply by a scale factor (NewOld).
When asked for the maximum number of items you can make from given supplies, divide the available amount of each ingredient by the amount needed for one batch. The smallest result is the limiting ingredient and determines the maximum you can make.
Example 1: A recipe for 8 Flapjacks uses 120 g of oats and 60 g of butter. How much of each is needed for 20 Flapjacks?
Solution:
Example 2: Making 12 cookies needs 150 g flour and 90 g sugar. Sam has 600 g flour and 270 g sugar. Find the maximum cookies Sam can make.
Solution: