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If y varies inversely as x, and y=2/5 when x=2, find y when x=1
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equation of inverse variation is \[\huge\rm y = \frac{ k }{ x }\] replace x and y by their value solve for k then plug in k value to find y
So... K would be .80 ... right?
k =80 hmm how did you get it?
Well, I converted 2/5 to a decimal, and then multiplied it by 2, which is what x was.
do u mean 0.8 ?
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Yes.
It is 4/5.
alright now y = k/x replace k by .8 and x =1 find y
yes that's right
Do you mind helping me with one more? @Nnesha
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i'll try :-)
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