Mathematics: How do you find the slope of a graph without perfect points

For this we can first multiply both sides by dx:Next we can integrate both sides:We can then solve both integrals to get:We can just say the constant is C2. So the answer is We can also check this by differentiating both sides. We will ultimately get the equation we with. If I made any mistakes or misread something, please let me know. ...

How do you find the slope of a graph without perfect

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natetheman7740

20.09.2020

Mathematics

For this we can first multiply both sides by dx:

$dy = 4x^{1/6}dx$

Next we can integrate both sides:

$\int dy = \int 4x^{1/6}dx\\$

We can then solve both integrals to get:

$y = 4(\frac{6}{7}x^{\frac{7}{6}}+C_1) = \frac{24}{7}x^{\frac{7}{6}}+C_2$

We can just say the constant is C2. So the answer is

$y = \frac{24}{7}x^{\frac{7}{6}}+C_2$

We can also check this by differentiating both sides. We will ultimately get the equation we with. If I made any mistakes or misread something, please let me know.

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How do you find the slope of a graph without perfect points

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