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suppose y varies directly with x and y=-20 when x=-1 what direction variation equation relates to x and y what is the value of y when x=-10

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Given:-

suppose y varies directly with x and y=-20 when x=-1.

To find:-

what direction variation equation relates to x and y what is the value of y when x=-10.

y varies directly with x that means y is directly propotional to x.


y=kx

Value of y=-20 when x=-1, so substituting we get,


\begin{gathered} -20=k*-1 \\ 20=k \end{gathered}

So the value of k is 20.

So the direct equation is,


y=20x

Now we find the value of y when x=-10,


\begin{gathered} y=20*-10 \\ y=-200 \end{gathered}

So the value of y is -200.

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