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Mathematics   >   Ratio, Proportion, and Rates of Change II – AQA GCSE (8300)

Ratios – R4

 
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Ratio, Proportion, and Rates of Change II – AQA GCSE (8300)

In this course, Dr Thomas Woolley (Cardiff University) explores ratios, multiplicative relationships, and proportionality, covering Topics R4-R8 in the AQA GCSE (9-1) in Mathematics (8300) Specification for Foundation Tier and Higher Tier. In the first mini-lecture, we introduce ratios and ratio notation before learning how to simplify ratios using the highest common factor (Topic R4). In the second mini-lecture, we learn how to relate ratios and fractions (Topic R5). In the third mini-lecture, we introduce unit ratios (Topic R4, R5). In the fourth mini-lecture, we discuss multiplicative relationships (Topic R6). In the fifth mini-lecture, we learn the relationship between proportionality and ratios (Topic R7). In the sixth mini-lecture, we extend our understanding of ratios to linear graphs (Topic R8).

Ratios – R4

In this mini-lecture, we cover Topic R4 by introducing ratios. As we move through this mini-lecture, we consider: (i) common ratios such as 1 : 1 and 1 : 2 in ratio notation; (ii) ratios in everyday scenarios: diluting squash with water, determining the cost per item in a store; (iii) how to simplify ratios by multiplying or dividing both sides by the same factor; and (iv) how to simplify ratios using the highest common factor (HCF).

Cite this Lecture

APA style

Woolley, T. (2023, April 25). Ratio, Proportion, and Rates of Change II – AQA GCSE (8300) - Ratios – R4 [Video]. MASSOLIT. https://massolit.io/courses/ratio-proportion-and-rates-of-change-ii-aqa-gcse-8300/unit-ratios-r4-r5-b0f1a7a0-2e70-4a98-8946-d68e4f7d94e7

MLA style

Woolley, T. "Ratio, Proportion, and Rates of Change II – AQA GCSE (8300) – Ratios – R4." MASSOLIT, uploaded by MASSOLIT, 25 Apr 2023, https://massolit.io/courses/ratio-proportion-and-rates-of-change-ii-aqa-gcse-8300/unit-ratios-r4-r5-b0f1a7a0-2e70-4a98-8946-d68e4f7d94e7

Lecturer

Dr Thomas Woolley

Dr Thomas Woolley

Cardiff University