Y varies as the cube root of (x+3) When the x=5, y= 1 Find the value of y when x=340
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Given : Y varies as the cube root of (x+3) When the x=5, y= 1
To find : value of y when x=340
Solution:
y ∝ ∛(x + 3)
=> y = k ∛(x + 3)
when x = 5 , y = 1
=> 1 = k ∛(5 + 3)
=> 1 = k ∛8
=> 1 = k ∛2³
=> 1 = k (2)
=> k = 1/2
y = (1/2) ∛(x + 3)
When x = 340
=> y = (1/2) ∛(x + 3)
=> y = (1/2) ∛(340 + 3)
=> y = (1/2) ∛(343)
=> y = (1/2) ∛(7³)
=> y = (1/2) (7)
=> y = 7/2
=> y = 3.5
y = 3.5 when x = 340
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