Are the ratio from a proportion . also write the middle terms and extreme terms . 40 persons : 200 persons and rs 15 and rs 75 About the author Peyton
Answer :– The given ratios form a proportion. Means = 200 persons and Rs 15. Extremes = 40 persons and Rs 75. What to do? Find out whether 40 persons and 200 persons is proportional to Rs 15 and Rs 75. Write the middle terms and extreme terms. –––––––––––––––––––––– Step-by-step explanation :– We know that in a proportion, the product of means is equal to the product of extremes. Here, Means = 200 and 15. Extremes = 40 and 75. Hence, [tex] \boxed{\sf Product \: of \: means = 200 \times 15 = 3000}[/tex] [tex] \boxed{ \sf Product \: of \: extremes =40 \times 75 = 3000}[/tex] ——————–––– Observation :– We see that the product of means is equal to the product of extremes. Hence, the given ratios form a proportion. ________________________________ Know more :– What is a ratio? A ratio is a comparison of two or more quantities of the same kind. Ratio doesn’t exist between quantities of different kinds. What is a proportion? When two ratios have equal value, we say that they are in proportion. What are extreme terms? First and fourth terms of a proportion are called extreme terms. What are mean terms? Second and third terms of a proportion are called mean terms. Reply
Answer :–
What to do?
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Step-by-step explanation :–
Here,
Hence,
[tex] \boxed{\sf Product \: of \: means = 200 \times 15 = 3000}[/tex]
[tex] \boxed{ \sf Product \: of \: extremes =40 \times 75 = 3000}[/tex]
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Observation :–
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Know more :–
What is a ratio?
What is a proportion?
What are extreme terms?
What are mean terms?