Find the derivatives of the following functions using first principle1

1.	Find the derivatives of the following functions using first principle1.f(x)=6
Answer» Answer: GIVEN f(x) = 6 f(x + h) = 6 (ii) Given f(x) = -4X + 7 f(x + h) = -4(x + h) + 7 = -4x – 4H + 7 (iii) Given f(x) = -x2 + 2 f(x + h) = -(x + h)2 + 2 = -x2 – h2 – 2xh + 2 Read more on Sarthaks.com - https://www.sarthaks.com/925601/find-the-derivatives-of-the-following-functions-using-first-principle-x-ii-f-x-4x-7-iii-f-x-x-2

Find the derivatives of the following functions using first principle1.f(x)=6

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GIVEN f(x) = 6 f(x + h) = 6 (ii) Given f(x) = -4X + 7 f(x + h) = -4(x + h) + 7 = -4x – 4H + 7 (iii) Given f(x) = -x2 + 2 f(x + h) = -(x + h)2 + 2 = -x2 – h2 – 2xh + 2 Read more on Sarthaks.com - https://www.sarthaks.com/925601/find-the-derivatives-of-the-following-functions-using-first-principle-x-ii-f-x-4x-7-iii-f-x-x-2

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Find the derivatives of the following functions using first principle1.f(x)=6​

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Find the derivatives of the following functions using first principle1.f(x)=6