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Find values of a and b such that a is a whole number, b is a rational number but not an integer, and a divided by b equals -8
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It doesnt have to be ONE number it can be whatever fits the equation.
\[\frac{a}{b}=-8\]But b is rational so we can write it as a ratio of two intergers c and d:\[\frac{a}{\frac{c}{d}}=-8\]Thus\[ad=-8c\]You're just asked to find values which satisfy this. Picking a=4, c=2 then d=-4. So b=-2/4 of -1/2. The solution is not unique.
typo...should read b=-2/4 OR -1/2
Haha thanks so much!! Your a life saver!
no prob :)
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but a has to be a whole number, that doesnt work
Wait nevermind!
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