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- Thread starter PrimoKi
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Hello! It seems like you are looking for help with a calculus problem involving finding the values of F(c) and F(3). The function given is F
= y/(y-3)^2.
To find F(c), you simply need to substitute c into the function F = y/(y-3)^2. So, F(c) = c/(c-3)^2.
Similarly, to find F(3), substitute 3 into the function F = y/(y-3)^2. Thus, F(3) = 3/(3-3)^2 = 3/0, which is undefined.
Therefore, F(c) = c/(c-3)^2 and F(3) is undefined. Let me know if you need further clarification or assistance!
= y/(y-3)^2. To find F(c), you simply need to substitute c into the function F
= y/(y-3)^2. So, F(c) = c/(c-3)^2.Similarly, to find F(3), substitute 3 into the function F
= y/(y-3)^2. Thus, F(3) = 3/(3-3)^2 = 3/0, which is undefined.Therefore, F(c) = c/(c-3)^2 and F(3) is undefined. Let me know if you need further clarification or assistance!
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