GAIN AN ADVANTAGE
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- PDF: How to Make an A+ in Your First Calculus Course
Lesson Specific Problems
- Prove that if limx→∞f(x)=L and limx→∞g(x)=K then limx→∞f(x)+g(x)=L+K.
- Prove that limx→∞C=C where C is a constant.
- Assume that limx→∞f(x)=Landlimx→∞g(x)=K and that K≠0. Prove that limx→∞f(x)g(x)=LK.
- Prove that if limx→∞f(x)=L and limx→∞g(x)=K then limx→∞f(x)g(x)=LK.
- Prove that if limx→∞f(x)=L and L≠0 then limx→∞1f(x)=1L.
