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In a direct variation, y is negative two when x is 4. What is y when x equals negative fourteen?
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Direct variation means in the form \[\large y = kx\] So when x = 4...y = -2 , pug those in... \[\large -2 = 4k\] Divide both sides by 4 to find out what k is... \[\large k = -\frac{1}{2}\] Now that we know k = -1/2 we can solve the second part of the question... when x = -14 y = ? \[\large y = kx\] \[\large y = -\frac{1}{2}x\] When x = -14... \[\large y = -\frac{1}{2}\times -14\] \[\large y = \frac{14}{2}\] \[\large y = ?\]
so it is 5
\[\large \frac{14}{2} \cancel={5} \]
so it not 5
Well 14 divided by 2 is definitely not 5
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it is 7
Great!
sorry i was look at to Questions at the same time
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