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Question
If the substitution is \[t=g(x)\], what differential relation is used in Method 2: Changing the Limits?
Options
\[dt=g(x)\,dx\]
\[dt=g'(x)\,dx\]
\[dx=g'(x)\,dt\]
\[dt=\frac{1}{g'(x)}\]
MCQ
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Solution
For the substitution \[t=g(x)\], differentiate with respect to \[x\]. This gives \[dt=g'(x)\,dx\].
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