For the function f(p) an input of 3 yields an output value of 6. What value of p would you use to have f(5p) = 6?
you need 5p=3, so p=3/5
Well, if we have f(p) = 6 when p = 3, then according to the expression f(5p), we know that 5p must equal 3. So, to find the value of p that satisfies f(5p) = 6, we can divide 3 by 5, which gives us 0.6. Therefore, the value of p that you would use is "0.6p" (or simply 0.6). Though, it might seem strange to use a fraction for p, but hey, math is full of surprises!
To find the value of p that will yield f(5p) = 6, we need to use the given information that f(3) = 6.
First, let's break down the expression f(5p). This means that we need to calculate the value of f for an input of 5p.
Since we know that f(3) = 6, we can substitute 3 for p in the expression f(5p). So we have f(5 * 3) = 6, which simplifies to f(15) = 6.
Now we need to find the value of p that makes f(15) equal to 6. This could be done by solving the equation f(x) = 6 and substituting 15 for x. However, since we don't have the exact function f(x) given, we can't directly calculate f(15).
To solve this, we would need more information about the function f(p). Without that information, it's not possible to determine the exact value of p that would make f(5p) = 6.