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How are these concepts of direct, inverse, and joint variation used in everyday life? Provide examples for each.
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direct: \[y \alpha x \rightarrow y = kx\]=\]
inverse: \[y \alpha \frac{ 1 }{ x }\rightarrow y = \frac{ k }{ x }\]
y varies jointly as x and a constant
jointly: \[y = mx + c\]
The first is y varies directly as x The second is y varies inversely as x The third is y varies jointly as x and a constant where k is the proportionality constant
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