Question: Show work by hand using the limit definition for finding the derivative: 11. f(x)=2x+7 13. f(x)=3x2 limh0[hf(x+h)f(x)] simh0[hf(x+h)f(x)] limh0[h(2(x+h)+t)(2x+7)] limh0[h(3(x+h))(3x2)] limh0[h3x2+6xh+3h23x2] SIMPUFY + FIND LIMIT

Show work by hand using the limit definition for finding the derivative: 11. f(x)=2x+7 13. f(x)=3x2 limh0[hf(x+h)f(x)] simh0[hf(x+h)f(x)] limh0[h(2(x+h)+t)(2x+7)] limh0[h(3(x+h))(3x2)] limh0[h3x2+6xh+3h23x2] SIMPUFY + FIND LIMIT to GET DERIVATIVE OF f(x)

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