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a. Use the fact that x=39 when y=-117 to find the constant of variation and write the equation of variation.

b. Find the value of x when y= -132.

 Jan 12, 2016

Best Answer 

 #2
avatar+118677 
+5

Hi Solveit,

I think it is reasonable to assume that this is a direct variation question.

 

a. Use the fact that x=39 when y=-117 to find the constant of variation and write the equation of variation.

b. Find the value of x when y= -132.

 

\(y=kx\\ -117=k*39\\ k=\frac{-117}{39}\\~\\ y=\frac{-117}{39}*x\\ When y = -132\\ -132=\frac{-117}{39}*x\\ -132*\frac{-39}{117}=x\\ x=\frac{132*39}{117}\)

 

132*39/117 = 44

 

When      y=-132      x=44

 Jan 13, 2016
 #1
avatar+2498 
+4

i think it is imposible  there is need to be more than one point

 Jan 12, 2016
 #2
avatar+118677 
+5
Best Answer

Hi Solveit,

I think it is reasonable to assume that this is a direct variation question.

 

a. Use the fact that x=39 when y=-117 to find the constant of variation and write the equation of variation.

b. Find the value of x when y= -132.

 

\(y=kx\\ -117=k*39\\ k=\frac{-117}{39}\\~\\ y=\frac{-117}{39}*x\\ When y = -132\\ -132=\frac{-117}{39}*x\\ -132*\frac{-39}{117}=x\\ x=\frac{132*39}{117}\)

 

132*39/117 = 44

 

When      y=-132      x=44

Melody Jan 13, 2016

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