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Basic Concepts of Proportion Video Lecture | Mathematics for Grade 6

Q: 2. How is proportion represented?

Ans. Proportion is often represented using the symbol '='. For example, a:b = c:d represents that the ratio between a and b is equal to the ratio between c and d.

Q: 3. What are the basic concepts of proportion?

Ans. The basic concepts of proportion include the terms 'antecedent,' 'consequent,' 'means,' and 'extremes.' The antecedent and consequent are the first and second terms of the ratio, respectively. The means are the two middle terms, and the extremes are the first and last terms.

FAQs on Basic Concepts of Proportion Video Lecture - Mathematics for Grade 6

1. What is proportion in mathematics?

Ans. In mathematics, proportion refers to the equality between two ratios. It is a statement that two ratios or fractions are equal.

2. How is proportion represented?

Ans. Proportion is often represented using the symbol "=". For example, a:b = c:d represents that the ratio between a and b is equal to the ratio between c and d.

3. What are the basic concepts of proportion?

Ans. The basic concepts of proportion include the terms "antecedent," "consequent," "means," and "extremes." The antecedent and consequent are the first and second terms of the ratio, respectively. The means are the two middle terms, and the extremes are the first and last terms.

4. How can proportions be solved?

Ans. Proportions can be solved by cross-multiplying. This involves multiplying the numerator of one ratio by the denominator of the other ratio and equating the two products.

5. Why are proportions important in real life?

Ans. Proportions are important in real life as they help in solving various problems involving ratios and scaling. They are commonly used in cooking, construction, map reading, and financial calculations, among others. Understanding proportions allows us to make accurate comparisons and calculations in different real-life situations.

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