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If x varies directly with y and x = 2.5 when y = 10, find x when y = 16.
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in direct variation x1/y1 = x2/y2 so 2.5 x2 2.5 * 16 --- = ---- ==> ---------- = ? ==> 4 = x2 10 16 10
\[x = y/k\] \[2.5=10/k\] \[k=10/2.5=4\]
\[x=16/4=4\]
Or you could say:\[x=ky\]\[2.5=10k\]\[k=2.5/10=.25\] \[x=.25 (16)=4\] Same answer, but more user friendly.
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