Question 2: The derivative of (7x - 6x) * (9x5 + 2x)6. uses the product rule....

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Question 2: The derivative of (7x - 6x) * (9x5 + 2x)6. uses the product rule. First identify your F and G functions. Then take the derivative of each to find F' and G'. Your final step will be to combine these parts using the product rule. Below is an example I will do using (e* Inx) * (5 6x)5. F: (ex - Inx) G: (5-6x3)5 F': 3(e* - Inx) * (e* - ) G': 5(5 - 6x)4 * (0 18x) Final derivative: 3(e* Inx) * (e* ) * (5 6x)5 + (e* Inx) * 5(5 6x)* * (0 18x) - Now it's your turn for (7x 6x) * (9x5 + 2x2)6 F: G: F': G': Final derivative: Question 2: The derivative of (7x - 6x) * (9x5 + 2x)6. uses the product rule. First identify your F and G functions. Then take the derivative of each to find F' and G'. Your final step will be to combine these parts using the product rule. Below is an example I will do using (e* Inx) * (5 6x)5. F: (ex - Inx) G: (5-6x3)5 F': 3(e* - Inx) * (e* - ) G': 5(5 - 6x)4 * (0 18x) Final derivative: 3(e* Inx) * (e* ) * (5 6x)5 + (e* Inx) * 5(5 6x)* * (0 18x) - Now it's your turn for (7x 6x) * (9x5 + 2x2)6 F: G: F': G': Final derivative: