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y varies inversely with x and y = 5 when x = 2. Which is the inverse variation equation for the relationship? A.y=2x B.y=1/2x C.y=10/x D.y=x+2
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Last time I annoy you I promise! @ranga
"y varies inversely with x" means: y = k * 1/x when x =2, y = 5. Put the numbers above and solve for k.
5=k*0.2?
x is 2 not 0.2
oh sorry. whoops
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5=k*2?
in other words y=2x? which would b a?
No. This is inverse variation. So y = k * 1 / x
Then it might be B.?
Put x = 2, y = 5 in y = k * 1 / x 5 = k * 1 / 2 = k/2 multiply both sides by 2 2*5 = k k = 10 So y = 10 / x
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oh ok I get it now thanks again your a lifesaver!!!! :))))
you are welcome.
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