If X and Y vary directly with each other and x =24 . What is y when constant of variation is 3?
Answer = 8
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The value of y = 8
Given:
x and y vary directly with each other and x = 24
To find:
The value of y when constant of variation is 3
Solution:
Given x and y vary directly with each other
Which mean x and y is directly proportional to each other
⇒ x ∝ y
⇒ x = ky -----(1) [ where k is arbitrary constant ]
Given that x = 24 and constant of variation k = 3
Substitute x, k values in (1) to find the y value
⇒ x = ky
⇒ 24 = (3)y
⇒ y = 24/3
⇒ y = 8
Therefore, the value of y = 8
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