Math, asked by Anonymous, 1 month ago

Kastubh Had 60 Flowers. He offered some flowers in temple and found that the ratio of no. of remaining flowers to that of flowers in the beginning is 3:5.

Find the no. of flowers offered by him in the temple .


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Answers

Answered by llitzurRiyull
19

Step-by-step explanation:

Ratio of the flowers remained to that of flowers in the beginning given is 3:5

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3x

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5x

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5xNumber of total flowers given with kaustubh = 60

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5xNumber of total flowers given with kaustubh = 60Therefore, 5x=60

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5xNumber of total flowers given with kaustubh = 60Therefore, 5x=60⇒x=12.

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5xNumber of total flowers given with kaustubh = 60Therefore, 5x=60⇒x=12.Number of flowers remained after offering in the temple = 3x=3×12=36

Ratio of the flowers remained to that of flowers in the beginning given is 3:5Let, the number of flowers remained = 3xSo, total flowers at the beginning = 5xNumber of total flowers given with kaustubh = 60Therefore, 5x=60⇒x=12.Number of flowers remained after offering in the temple = 3x=3×12=36∴ Number of flowers offered by kaustubh in the temple= 60−36=24

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