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Trigonometry
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write a appropriate direct variation equation if y=27 when x=9
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The form is y=kx k is the constant of the direct variation. so, to find k, plug in numbers (and this is what the equation would be) 27=9k so we know that k=1/3
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Can you help me with this problem? Write an appropriate inverse variation equation if y-2 when x=9
y=2? not y-2, correct?
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correct
inverse variation form is y=k / x so if x=9 and y=2, then 2=k/9 the reason that y=k/x is called an inverse variation, is because the bigger the y the smaller the x, and vica versa. in your problem, note that the k=18 (as 9 times 2)
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