@kayders1997
How is this problem different from the previous problems we've done?
No because when your doing inverse problems your multiplying and dividing
Please let Ms-Brains answer that question. Thanks. Note: My question was not a Yes or No question.
Oh, so that would make D as the correct answer? I don't see how A or B could be the correct answer. @kayders1997
I wasn't answering your question sorrymathmale
I insist you need to determine how this problem differs from previous ones and then to act accordingly.
The more work y ou show, the better the chances that you and I will understand your thinking.
I know it's a different problem because the inverse variation, and the quadratic variation.
I'm pretty sure the correct answer is D, so I'm going to close the problem. :)
Right. So the model used before won't succeed here. For direct variation, the model is the one we used earlier: y=kx. What is the model for inverse variation? The meaning of "inverse variation" here is that if the independent variable (x) increases, the dependent variable (y) decreases.
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