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Check my work: Derivatives
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The table applies to the question. My work: [g(x)*f'(x) - f(x)*g'(x)]/[g(x)]^2 [g(0)*f'(0) - f(0)*g'(0)]/[g(0)]^2 [6*0 -5*1]/6^2 (0-5)/36 = -5/36
That's the same answer I'm coming up with. Pretty sure that's correct. Good job! c: There is one entry that is a little hard to read, it's smudged a bit. g(0)=? I'm assuming it's a 6, but it looked a little like a 0 so I wanted to make sure :D
Yes, it's a 6. Thanks!
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