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junior college 1 | H1 Maths
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Need help in differentiating this equation thanks!
Date Posted: 3 years ago
Views: 614
Alternatively, we can let a and b be fixed constants such that a = 8 + π and b = 640 (12 + π) / (8 + π), such that
S = ax² + b/x
S = ax² + b (x^-1)
to make our differentiation easier, and from here we see that
dS/dx
= a (2) (x) + b (-1) (x^-2)
= 2ax - b/x²
and we can now bring back our constants a and b to make the expression become
dS/dx
= 2 (8 + π) x - [640 (12 + π) / (8 + π)] / x²
S = ax² + b/x
S = ax² + b (x^-1)
to make our differentiation easier, and from here we see that
dS/dx
= a (2) (x) + b (-1) (x^-2)
= 2ax - b/x²
and we can now bring back our constants a and b to make the expression become
dS/dx
= 2 (8 + π) x - [640 (12 + π) / (8 + π)] / x²
See 1 Answer
done
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clear
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The steps, written down, to help you see clearer why taking out of every single constant is preferred
Date Posted:
3 years ago
Thanks!!!!
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