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Today, the topic is about differentiation.
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According to product rule of differentiation, the derivative of the product of the function's u and v is equal to the is equal to u times the derivative of v plus v times the derivative of u.
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We will apply this rule to evaluate or to find the derivative of the given function.
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So we note that we can rewrite this equation such that we can bring the 4x to the power of 4 minus 1 raise to the power of 3 as a numerator.
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And so doing, we can rewrite it as 4 x to the power of 4 minus 1, raise to the power of negative 3.
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So now let's apply the product rule.
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First, that's treat this as our u and this is our v.
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So the y prime will be.
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First, you're going to copy the u, then multiply it with the derivative of your v...