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If g(x) = (7x3 - 1)14(x2 + 50)49, what is g '(x)? a [14(7x3 - 1)13][49(x2 + 50)48] b14(7x3 - 1)13(21x2) + 49(x2 + 50)48(2x) c 14(21x2)13(7x3 - 1) + 49(2x)48(x2 + 50) d (7x3 - 1)13[49(x2 + 50)49(2x)] +
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If g(x) = (7x3 - 1)14(x2 + 50)49, what is g '(x)? a [14(7x3 - 1)13][49(x2 + 50)48] b14(7x3 - 1)13(21x2) + 49(x2 + 50)48(2x) c 14(21x2)13(7x3 - 1) + 49(2x)48(x2 + 50) d (7x3 - 1)13[49(x2 + 50)49(2x)] + (x2 + 50)49[14(7x3 - 1)13(21x2)] None of These

User Kavya Shree
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2 Answers

6 votes

Answer:b.14(7x3 - 1)13(21x2) + 49(x2 + 50)48(2x)

Explanation:

User RvanHeest
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5 votes
b.14(7x3 - 1)13(21x2) + 49(x2 + 50)48(2x)
User Huppo
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8.0k points
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