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ordered pair that satisfy (28,21)
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$$\bf \text{(28, 21)} = (x, y)\\ \text{using direct variation}\\ y = (n)x \\ \text{when x= 28, y =21}\\ 21 = 28n \implies n = \cfrac{21}{28} \implies \cfrac{3}{4}\\ \text{thus}\\ y = \cfrac{3}{4}x $$
so if you want another ordered pair with that direct variation, just plug a value for "x" and get "y" say if x =4, what's "y"?
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